templates 156 files

raw_tmpl/tp_tp4_1791579464_00000.jsonl

@@ -0,0 +1,200 @@
+{"prompt": "Question: A arts center offers a course on violin technique costing $450 per student. If 21 students enroll and the school offers a 10% discount on the total fee, what is the final amount collected?\nAnswer:", "response": " 450 × 21 = 9450\n10% of 9450 = 945\n9450 − 945 = 8505\n#### 8505", "source": "tp_wordproblem", "tid": "f4b425b4bd", "level": "general"}
+{"prompt": "Question: A music school charges $450 per student for its drum fundamentals course. When 9 students sign up, the school gives a 20% discount on the total fee. How much is collected in the end?\nAnswer:", "response": " 450 × 9 = 4050\n20% of 4050 = 810\n4050 − 810 = 3240\n#### 3240", "source": "tp_wordproblem", "tid": "f4b425b4bd", "level": "general"}
+{"prompt": "Question: A drama school offers a course on piano basics costing $300 per student. If 27 students enroll and the school offers a 40% discount on the total fee, what is the final amount collected?\nAnswer:", "response": " 300 × 27 = 8100\n40% of 8100 = 3240\n8100 − 3240 = 4860\n#### 4860", "source": "tp_wordproblem", "tid": "f4b425b4bd", "level": "general"}
+{"prompt": "Question: A drama school charges $250 per student for its jazz improvisation course. When 25 students sign up, the school gives a 30% discount on the total fee. How much is collected in the end?\nAnswer:", "response": " 250 × 25 = 6250\n30% of 6250 = 1875\n6250 − 1875 = 4375\n#### 4375", "source": "tp_wordproblem", "tid": "f4b425b4bd", "level": "general"}
+{"prompt": "Question: For its violin technique course, a drama school charges $220 per student. If 11 students enroll, the school applies a 20% discount to the total. What is the final amount collected?\nAnswer:", "response": " 220 × 11 = 2420\n20% of 2420 = 484\n2420 − 484 = 1936\n#### 1936", "source": "tp_wordproblem", "tid": "f4b425b4bd", "level": "general"}
+{"prompt": "Question: A community school charges $250 per student for its jazz improvisation course. When 20 students sign up, the school gives a 40% discount on the total fee. How much is collected in the end?\nAnswer:", "response": " 250 × 20 = 5000\n40% of 5000 = 2000\n5000 − 2000 = 3000\n#### 3000", "source": "tp_wordproblem", "tid": "f4b425b4bd", "level": "general"}
+{"prompt": "Question: A arts center offers a course on Rockstro’s methods costing $200 per student. If 9 students enroll and the school offers a 20% discount on the total fee, what is the final amount collected?\nAnswer:", "response": " 200 × 9 = 1800\n20% of 1800 = 360\n1800 − 360 = 1440\n#### 1440", "source": "tp_wordproblem", "tid": "f4b425b4bd", "level": "general"}
+{"prompt": "Question: For its jazz improvisation course, a dance academy charges $500 per student. If 9 students enroll, the school applies a 15% discount to the total. What is the final amount collected?\nAnswer:", "response": " 500 × 9 = 4500\n15% of 4500 = 675\n4500 − 675 = 3825\n#### 3825", "source": "tp_wordproblem", "tid": "f4b425b4bd", "level": "general"}
+{"prompt": "Question: A music school offers a course on jazz improvisation costing $300 per student. If 22 students enroll and the school offers a 30% discount on the total fee, what is the final amount collected?\nAnswer:", "response": " 300 × 22 = 6600\n30% of 6600 = 1980\n6600 − 1980 = 4620\n#### 4620", "source": "tp_wordproblem", "tid": "f4b425b4bd", "level": "general"}
+{"prompt": "Question: For its jazz improvisation course, a music school charges $120 per student. If 8 students enroll, the school applies a 50% discount to the total. What is the final amount collected?\nAnswer:", "response": " 120 × 8 = 960\n50% of 960 = 480\n960 − 480 = 480\n#### 480", "source": "tp_wordproblem", "tid": "f4b425b4bd", "level": "general"}
+{"prompt": "Question: A community school charges $350 per student for its Rockstro’s methods course. When 27 students sign up, the school gives a 20% discount on the total fee. How much is collected in the end?\nAnswer:", "response": " 350 × 27 = 9450\n20% of 9450 = 1890\n9450 − 1890 = 7560\n#### 7560", "source": "tp_wordproblem", "tid": "f4b425b4bd", "level": "general"}
+{"prompt": "Question: For its piano basics course, a arts center charges $200 per student. If 16 students enroll, the school applies a 5% discount to the total. What is the final amount collected?\nAnswer:", "response": " 200 × 16 = 3200\n5% of 3200 = 160\n3200 − 160 = 3040\n#### 3040", "source": "tp_wordproblem", "tid": "f4b425b4bd", "level": "general"}
+{"prompt": "Question: For its piano basics course, a arts center charges $200 per student. If 13 students enroll, the school applies a 15% discount to the total. What is the final amount collected?\nAnswer:", "response": " 200 × 13 = 2600\n15% of 2600 = 390\n2600 − 390 = 2210\n#### 2210", "source": "tp_wordproblem", "tid": "f4b425b4bd", "level": "general"}
+{"prompt": "Question: A community school offers a course on drum fundamentals costing $250 per student. If 16 students enroll and the school offers a 15% discount on the total fee, what is the final amount collected?\nAnswer:", "response": " 250 × 16 = 4000\n15% of 4000 = 600\n4000 − 600 = 3400\n#### 3400", "source": "tp_wordproblem", "tid": "f4b425b4bd", "level": "general"}
+{"prompt": "Question: A dance academy charges $300 per student for its Rockstro’s methods course. When 8 students sign up, the school gives a 20% discount on the total fee. How much is collected in the end?\nAnswer:", "response": " 300 × 8 = 2400\n20% of 2400 = 480\n2400 − 480 = 1920\n#### 1920", "source": "tp_wordproblem", "tid": "f4b425b4bd", "level": "general"}
+{"prompt": "Question: For its jazz improvisation course, a community school charges $90 per student. If 17 students enroll, the school applies a 50% discount to the total. What is the final amount collected?\nAnswer:", "response": " 90 × 17 = 1530\n50% of 1530 = 765\n1530 − 765 = 765\n#### 765", "source": "tp_wordproblem", "tid": "f4b425b4bd", "level": "general"}
+{"prompt": "Question: For its piano basics course, a community school charges $200 per student. If 20 students enroll, the school applies a 30% discount to the total. What is the final amount collected?\nAnswer:", "response": " 200 × 20 = 4000\n30% of 4000 = 1200\n4000 − 1200 = 2800\n#### 2800", "source": "tp_wordproblem", "tid": "f4b425b4bd", "level": "general"}
+{"prompt": "Question: A drama school charges $250 per student for its Rockstro’s methods course. When 28 students sign up, the school gives a 40% discount on the total fee. How much is collected in the end?\nAnswer:", "response": " 250 × 28 = 7000\n40% of 7000 = 2800\n7000 − 2800 = 4200\n#### 4200", "source": "tp_wordproblem", "tid": "f4b425b4bd", "level": "general"}
+{"prompt": "Question: A music school offers a course on jazz improvisation costing $220 per student. If 28 students enroll and the school offers a 40% discount on the total fee, what is the final amount collected?\nAnswer:", "response": " 220 × 28 = 6160\n40% of 6160 = 2464\n6160 − 2464 = 3696\n#### 3696", "source": "tp_wordproblem", "tid": "f4b425b4bd", "level": "general"}
+{"prompt": "Question: A music school charges $80 per student for its piano basics course. When 18 students sign up, the school gives a 20% discount on the total fee. How much is collected in the end?\nAnswer:", "response": " 80 × 18 = 1440\n20% of 1440 = 288\n1440 − 288 = 1152\n#### 1152", "source": "tp_wordproblem", "tid": "f4b425b4bd", "level": "general"}
+{"prompt": "Question: A arts center offers a course on drum fundamentals costing $90 per student. If 8 students enroll and the school offers a 50% discount on the total fee, what is the final amount collected?\nAnswer:", "response": " 90 × 8 = 720\n50% of 720 = 360\n720 − 360 = 360\n#### 360", "source": "tp_wordproblem", "tid": "f4b425b4bd", "level": "general"}
+{"prompt": "Question: A community school charges $300 per student for its piano basics course. When 24 students sign up, the school gives a 15% discount on the total fee. How much is collected in the end?\nAnswer:", "response": " 300 × 24 = 7200\n15% of 7200 = 1080\n7200 − 1080 = 6120\n#### 6120", "source": "tp_wordproblem", "tid": "f4b425b4bd", "level": "general"}
+{"prompt": "Question: For its choral singing course, a music school charges $120 per student. If 21 students enroll, the school applies a 30% discount to the total. What is the final amount collected?\nAnswer:", "response": " 120 × 21 = 2520\n30% of 2520 = 756\n2520 − 756 = 1764\n#### 1764", "source": "tp_wordproblem", "tid": "f4b425b4bd", "level": "general"}
+{"prompt": "Question: A arts center charges $250 per student for its piano basics course. When 30 students sign up, the school gives a 50% discount on the total fee. How much is collected in the end?\nAnswer:", "response": " 250 × 30 = 7500\n50% of 7500 = 3750\n7500 − 3750 = 3750\n#### 3750", "source": "tp_wordproblem", "tid": "f4b425b4bd", "level": "general"}
+{"prompt": "Question: For its violin technique course, a arts center charges $450 per student. If 8 students enroll, the school applies a 50% discount to the total. What is the final amount collected?\nAnswer:", "response": " 450 × 8 = 3600\n50% of 3600 = 1800\n3600 − 1800 = 1800\n#### 1800", "source": "tp_wordproblem", "tid": "f4b425b4bd", "level": "general"}
+{"prompt": "Question: For its choral singing course, a drama school charges $150 per student. If 19 students enroll, the school applies a 20% discount to the total. What is the final amount collected?\nAnswer:", "response": " 150 × 19 = 2850\n20% of 2850 = 570\n2850 − 570 = 2280\n#### 2280", "source": "tp_wordproblem", "tid": "f4b425b4bd", "level": "general"}
+{"prompt": "Question: A arts center charges $80 per student for its jazz improvisation course. When 23 students sign up, the school gives a 25% discount on the total fee. How much is collected in the end?\nAnswer:", "response": " 80 × 23 = 1840\n25% of 1840 = 460\n1840 − 460 = 1380\n#### 1380", "source": "tp_wordproblem", "tid": "f4b425b4bd", "level": "general"}
+{"prompt": "Question: A community school offers a course on choral singing costing $80 per student. If 11 students enroll and the school offers a 10% discount on the total fee, what is the final amount collected?\nAnswer:", "response": " 80 × 11 = 880\n10% of 880 = 88\n880 − 88 = 792\n#### 792", "source": "tp_wordproblem", "tid": "f4b425b4bd", "level": "general"}
+{"prompt": "Question: A dance academy charges $250 per student for its piano basics course. When 27 students sign up, the school gives a 40% discount on the total fee. How much is collected in the end?\nAnswer:", "response": " 250 × 27 = 6750\n40% of 6750 = 2700\n6750 − 2700 = 4050\n#### 4050", "source": "tp_wordproblem", "tid": "f4b425b4bd", "level": "general"}
+{"prompt": "Question: For its drum fundamentals course, a community school charges $320 per student. If 17 students enroll, the school applies a 15% discount to the total. What is the final amount collected?\nAnswer:", "response": " 320 × 17 = 5440\n15% of 5440 = 816\n5440 − 816 = 4624\n#### 4624", "source": "tp_wordproblem", "tid": "f4b425b4bd", "level": "general"}
+{"prompt": "Question: For its choral singing course, a drama school charges $80 per student. If 21 students enroll, the school applies a 15% discount to the total. What is the final amount collected?\nAnswer:", "response": " 80 × 21 = 1680\n15% of 1680 = 252\n1680 − 252 = 1428\n#### 1428", "source": "tp_wordproblem", "tid": "f4b425b4bd", "level": "general"}
+{"prompt": "Question: A music school charges $400 per student for its violin technique course. When 26 students sign up, the school gives a 5% discount on the total fee. How much is collected in the end?\nAnswer:", "response": " 400 × 26 = 10400\n5% of 10400 = 520\n10400 − 520 = 9880\n#### 9880", "source": "tp_wordproblem", "tid": "f4b425b4bd", "level": "general"}
+{"prompt": "Question: A drama school offers a course on violin technique costing $220 per student. If 28 students enroll and the school offers a 40% discount on the total fee, what is the final amount collected?\nAnswer:", "response": " 220 × 28 = 6160\n40% of 6160 = 2464\n6160 − 2464 = 3696\n#### 3696", "source": "tp_wordproblem", "tid": "f4b425b4bd", "level": "general"}
+{"prompt": "Question: For its Rockstro’s methods course, a arts center charges $350 per student. If 14 students enroll, the school applies a 25% discount to the total. What is the final amount collected?\nAnswer:", "response": " 350 × 14 = 4900\n25% of 4900 = 1225\n4900 − 1225 = 3675\n#### 3675", "source": "tp_wordproblem", "tid": "f4b425b4bd", "level": "general"}
+{"prompt": "Question: A music school charges $500 per student for its Rockstro’s methods course. When 9 students sign up, the school gives a 10% discount on the total fee. How much is collected in the end?\nAnswer:", "response": " 500 × 9 = 4500\n10% of 4500 = 450\n4500 − 450 = 4050\n#### 4050", "source": "tp_wordproblem", "tid": "f4b425b4bd", "level": "general"}
+{"prompt": "Question: A drama school offers a course on violin technique costing $450 per student. If 28 students enroll and the school offers a 50% discount on the total fee, what is the final amount collected?\nAnswer:", "response": " 450 × 28 = 12600\n50% of 12600 = 6300\n12600 − 6300 = 6300\n#### 6300", "source": "tp_wordproblem", "tid": "f4b425b4bd", "level": "general"}
+{"prompt": "Question: A music school offers a course on Rockstro’s methods costing $220 per student. If 30 students enroll and the school offers a 10% discount on the total fee, what is the final amount collected?\nAnswer:", "response": " 220 × 30 = 6600\n10% of 6600 = 660\n6600 − 660 = 5940\n#### 5940", "source": "tp_wordproblem", "tid": "f4b425b4bd", "level": "general"}
+{"prompt": "Question: A music school offers a course on Rockstro’s methods costing $90 per student. If 22 students enroll and the school offers a 50% discount on the total fee, what is the final amount collected?\nAnswer:", "response": " 90 × 22 = 1980\n50% of 1980 = 990\n1980 − 990 = 990\n#### 990", "source": "tp_wordproblem", "tid": "f4b425b4bd", "level": "general"}
+{"prompt": "Question: A drama school charges $90 per student for its Rockstro’s methods course. When 10 students sign up, the school gives a 25% discount on the total fee. How much is collected in the end?\nAnswer:", "response": " 90 × 10 = 900\n25% of 900 = 225\n900 − 225 = 675\n#### 675", "source": "tp_wordproblem", "tid": "f4b425b4bd", "level": "general"}
+{"prompt": "Question: A music school charges $150 per student for its piano basics course. When 29 students sign up, the school gives a 10% discount on the total fee. How much is collected in the end?\nAnswer:", "response": " 150 × 29 = 4350\n10% of 4350 = 435\n4350 − 435 = 3915\n#### 3915", "source": "tp_wordproblem", "tid": "f4b425b4bd", "level": "general"}
+{"prompt": "Question: The park’s visitor center sells souvenirs. A pen costs $9 and a notebook costs $28. If a group buys 3 pens and 1 notebooks, what is their total expense before tax?\nAnswer:", "response": " 3 pens × $9 = $27\n1 notebooks × $28 = $28\n$27 + $28 = $55\n#### $55", "source": "tp_wordproblem", "tid": "a249c74a4a", "level": "general"}
+{"prompt": "Question: The museum gift shop sells souvenirs. A mug costs $15 and a pen costs $8. If a tourist buys 5 mugs and 4 pens, what is their total expense before tax?\nAnswer:", "response": " 5 mugs × $15 = $75\n4 pens × $8 = $32\n$75 + $32 = $107\n#### $107", "source": "tp_wordproblem", "tid": "a249c74a4a", "level": "general"}
+{"prompt": "Question: The museum gift shop sells souvenirs. A pen costs $12 and a keychain costs $11. If a couple buys 3 pens and 4 keychains, what is their total expense before tax?\nAnswer:", "response": " 3 pens × $12 = $36\n4 keychains × $11 = $44\n$36 + $44 = $80\n#### $80", "source": "tp_wordproblem", "tid": "a249c74a4a", "level": "general"}
+{"prompt": "Question: The park’s visitor center sells souvenirs. A pencil costs $26 and a tote bag costs $17. If a tourist buys 4 pencils and 5 tote bags, what is their total expense before tax?\nAnswer:", "response": " 4 pencils × $26 = $104\n5 tote bags × $17 = $85\n$104 + $85 = $189\n#### $189", "source": "tp_wordproblem", "tid": "a249c74a4a", "level": "general"}
+{"prompt": "Question: The museum gift shop sells souvenirs. A pen costs $49 and a mug costs $42. If a visitor buys 5 pens and 2 mugs, what is their total expense before tax?\nAnswer:", "response": " 5 pens × $49 = $245\n2 mugs × $42 = $84\n$245 + $84 = $329\n#### $329", "source": "tp_wordproblem", "tid": "a249c74a4a", "level": "general"}
+{"prompt": "Question: A craft store sells souvenirs. A pencil costs $28 and a pen costs $37. If a couple buys 4 pencils and 3 pens, what is their total expense before tax?\nAnswer:", "response": " 4 pencils × $28 = $112\n3 pens × $37 = $111\n$112 + $111 = $223\n#### $223", "source": "tp_wordproblem", "tid": "a249c74a4a", "level": "general"}
+{"prompt": "Question: A craft store sells souvenirs. A notebook costs $17 and a mug costs $31. If a family buys 1 notebooks and 2 mugs, what is their total expense before tax?\nAnswer:", "response": " 1 notebooks × $17 = $17\n2 mugs × $31 = $62\n$17 + $62 = $79\n#### $79", "source": "tp_wordproblem", "tid": "a249c74a4a", "level": "general"}
+{"prompt": "Question: The museum gift shop sells souvenirs. A mug costs $41 and a pen costs $14. If a couple buys 3 mugs and 2 pens, what is their total expense before tax?\nAnswer:", "response": " 3 mugs × $41 = $123\n2 pens × $14 = $28\n$123 + $28 = $151\n#### $151", "source": "tp_wordproblem", "tid": "a249c74a4a", "level": "general"}
+{"prompt": "Question: The museum gift shop sells souvenirs. A pencil costs $8 and a postcard costs $48. If a couple buys 1 pencils and 5 postcards, what is their total expense before tax?\nAnswer:", "response": " 1 pencils × $8 = $8\n5 postcards × $48 = $240\n$8 + $240 = $248\n#### $248", "source": "tp_wordproblem", "tid": "a249c74a4a", "level": "general"}
+{"prompt": "Question: The museum gift shop sells souvenirs. A postcard costs $34 and a mug costs $7. If a couple buys 5 postcards and 4 mugs, what is their total expense before tax?\nAnswer:", "response": " 5 postcards × $34 = $170\n4 mugs × $7 = $28\n$170 + $28 = $198\n#### $198", "source": "tp_wordproblem", "tid": "a249c74a4a", "level": "general"}
+{"prompt": "Question: The museum gift shop sells souvenirs. A sticker costs $8 and a tote bag costs $29. If a group buys 4 stickers and 5 tote bags, what is their total expense before tax?\nAnswer:", "response": " 4 stickers × $8 = $32\n5 tote bags × $29 = $145\n$32 + $145 = $177\n#### $177", "source": "tp_wordproblem", "tid": "a249c74a4a", "level": "general"}
+{"prompt": "Question: The park’s visitor center sells souvenirs. A notebook costs $4 and a postcard costs $29. If a tourist buys 2 notebooks and 4 postcards, what is their total expense before tax?\nAnswer:", "response": " 2 notebooks × $4 = $8\n4 postcards × $29 = $116\n$8 + $116 = $124\n#### $124", "source": "tp_wordproblem", "tid": "a249c74a4a", "level": "general"}
+{"prompt": "Question: A craft store sells souvenirs. A notebook costs $12 and a keychain costs $28. If a visitor buys 2 notebooks and 1 keychains, what is their total expense before tax?\nAnswer:", "response": " 2 notebooks × $12 = $24\n1 keychains × $28 = $28\n$24 + $28 = $52\n#### $52", "source": "tp_wordproblem", "tid": "a249c74a4a", "level": "general"}
+{"prompt": "Question: The park’s visitor center sells souvenirs. A pencil costs $19 and a pen costs $47. If a family buys 2 pencils and 1 pens, what is their total expense before tax?\nAnswer:", "response": " 2 pencils × $19 = $38\n1 pens × $47 = $47\n$38 + $47 = $85\n#### $85", "source": "tp_wordproblem", "tid": "a249c74a4a", "level": "general"}
+{"prompt": "Question: The museum gift shop sells souvenirs. A mug costs $19 and a keychain costs $5. If a tourist buys 4 mugs and 5 keychains, what is their total expense before tax?\nAnswer:", "response": " 4 mugs × $19 = $76\n5 keychains × $5 = $25\n$76 + $25 = $101\n#### $101", "source": "tp_wordproblem", "tid": "a249c74a4a", "level": "general"}
+{"prompt": "Question: A craft store sells souvenirs. A keychain costs $22 and a pen costs $34. If a tourist buys 5 keychains and 4 pens, what is their total expense before tax?\nAnswer:", "response": " 5 keychains × $22 = $110\n4 pens × $34 = $136\n$110 + $136 = $246\n#### $246", "source": "tp_wordproblem", "tid": "a249c74a4a", "level": "general"}
+{"prompt": "Question: A souvenir shop sells souvenirs. A notebook costs $27 and a pencil costs $37. If a visitor buys 3 notebooks and 2 pencils, what is their total expense before tax?\nAnswer:", "response": " 3 notebooks × $27 = $81\n2 pencils × $37 = $74\n$81 + $74 = $155\n#### $155", "source": "tp_wordproblem", "tid": "a249c74a4a", "level": "general"}
+{"prompt": "Question: A craft store sells souvenirs. A pencil costs $30 and a notebook costs $15. If a family buys 1 pencils and 3 notebooks, what is their total expense before tax?\nAnswer:", "response": " 1 pencils × $30 = $30\n3 notebooks × $15 = $45\n$30 + $45 = $75\n#### $75", "source": "tp_wordproblem", "tid": "a249c74a4a", "level": "general"}
+{"prompt": "Question: A craft store sells souvenirs. A pen costs $28 and a notebook costs $48. If a group buys 1 pens and 2 notebooks, what is their total expense before tax?\nAnswer:", "response": " 1 pens × $28 = $28\n2 notebooks × $48 = $96\n$28 + $96 = $124\n#### $124", "source": "tp_wordproblem", "tid": "a249c74a4a", "level": "general"}
+{"prompt": "Question: The museum gift shop sells souvenirs. A mug costs $16 and a postcard costs $9. If a visitor buys 2 mugs and 4 postcards, what is their total expense before tax?\nAnswer:", "response": " 2 mugs × $16 = $32\n4 postcards × $9 = $36\n$32 + $36 = $68\n#### $68", "source": "tp_wordproblem", "tid": "a249c74a4a", "level": "general"}
+{"prompt": "Question: A craft store sells souvenirs. A keychain costs $32 and a mug costs $28. If a group buys 5 keychains and 2 mugs, what is their total expense before tax?\nAnswer:", "response": " 5 keychains × $32 = $160\n2 mugs × $28 = $56\n$160 + $56 = $216\n#### $216", "source": "tp_wordproblem", "tid": "a249c74a4a", "level": "general"}
+{"prompt": "Question: The park’s visitor center sells souvenirs. A postcard costs $18 and a tote bag costs $19. If a tourist buys 5 postcards and 4 tote bags, what is their total expense before tax?\nAnswer:", "response": " 5 postcards × $18 = $90\n4 tote bags × $19 = $76\n$90 + $76 = $166\n#### $166", "source": "tp_wordproblem", "tid": "a249c74a4a", "level": "general"}
+{"prompt": "Question: A souvenir shop sells souvenirs. A postcard costs $41 and a sticker costs $26. If a visitor buys 1 postcards and 4 stickers, what is their total expense before tax?\nAnswer:", "response": " 1 postcards × $41 = $41\n4 stickers × $26 = $104\n$41 + $104 = $145\n#### $145", "source": "tp_wordproblem", "tid": "a249c74a4a", "level": "general"}
+{"prompt": "Question: A craft store sells souvenirs. A pencil costs $31 and a notebook costs $33. If a family buys 2 pencils and 4 notebooks, what is their total expense before tax?\nAnswer:", "response": " 2 pencils × $31 = $62\n4 notebooks × $33 = $132\n$62 + $132 = $194\n#### $194", "source": "tp_wordproblem", "tid": "a249c74a4a", "level": "general"}
+{"prompt": "Question: The park’s visitor center sells souvenirs. A mug costs $27 and a sticker costs $23. If a couple buys 5 mugs and 1 stickers, what is their total expense before tax?\nAnswer:", "response": " 5 mugs × $27 = $135\n1 stickers × $23 = $23\n$135 + $23 = $158\n#### $158", "source": "tp_wordproblem", "tid": "a249c74a4a", "level": "general"}
+{"prompt": "Question: The museum gift shop sells souvenirs. A sticker costs $5 and a mug costs $16. If a tourist buys 3 stickers and 2 mugs, what is their total expense before tax?\nAnswer:", "response": " 3 stickers × $5 = $15\n2 mugs × $16 = $32\n$15 + $32 = $47\n#### $47", "source": "tp_wordproblem", "tid": "a249c74a4a", "level": "general"}
+{"prompt": "Question: The park’s visitor center sells souvenirs. A mug costs $20 and a sticker costs $27. If a tourist buys 3 mugs and 2 stickers, what is their total expense before tax?\nAnswer:", "response": " 3 mugs × $20 = $60\n2 stickers × $27 = $54\n$60 + $54 = $114\n#### $114", "source": "tp_wordproblem", "tid": "a249c74a4a", "level": "general"}
+{"prompt": "Question: A souvenir shop sells souvenirs. A mug costs $8 and a pencil costs $37. If a couple buys 4 mugs and 2 pencils, what is their total expense before tax?\nAnswer:", "response": " 4 mugs × $8 = $32\n2 pencils × $37 = $74\n$32 + $74 = $106\n#### $106", "source": "tp_wordproblem", "tid": "a249c74a4a", "level": "general"}
+{"prompt": "Question: The park’s visitor center sells souvenirs. A pencil costs $28 and a tote bag costs $43. If a visitor buys 3 pencils and 2 tote bags, what is their total expense before tax?\nAnswer:", "response": " 3 pencils × $28 = $84\n2 tote bags × $43 = $86\n$84 + $86 = $170\n#### $170", "source": "tp_wordproblem", "tid": "a249c74a4a", "level": "general"}
+{"prompt": "Question: A craft store sells souvenirs. A tote bag costs $42 and a notebook costs $36. If a tourist buys 2 tote bags and 4 notebooks, what is their total expense before tax?\nAnswer:", "response": " 2 tote bags × $42 = $84\n4 notebooks × $36 = $144\n$84 + $144 = $228\n#### $228", "source": "tp_wordproblem", "tid": "a249c74a4a", "level": "general"}
+{"prompt": "Question: The park’s visitor center sells souvenirs. A mug costs $41 and a sticker costs $13. If a family buys 2 mugs and 4 stickers, what is their total expense before tax?\nAnswer:", "response": " 2 mugs × $41 = $82\n4 stickers × $13 = $52\n$82 + $52 = $134\n#### $134", "source": "tp_wordproblem", "tid": "a249c74a4a", "level": "general"}
+{"prompt": "Question: The park’s visitor center sells souvenirs. A mug costs $23 and a pencil costs $5. If a tourist buys 3 mugs and 5 pencils, what is their total expense before tax?\nAnswer:", "response": " 3 mugs × $23 = $69\n5 pencils × $5 = $25\n$69 + $25 = $94\n#### $94", "source": "tp_wordproblem", "tid": "a249c74a4a", "level": "general"}
+{"prompt": "Question: The museum gift shop sells souvenirs. A pen costs $37 and a notebook costs $30. If a tourist buys 2 pens and 3 notebooks, what is their total expense before tax?\nAnswer:", "response": " 2 pens × $37 = $74\n3 notebooks × $30 = $90\n$74 + $90 = $164\n#### $164", "source": "tp_wordproblem", "tid": "a249c74a4a", "level": "general"}
+{"prompt": "Question: The museum gift shop sells souvenirs. A sticker costs $20 and a notebook costs $32. If a family buys 1 stickers and 5 notebooks, what is their total expense before tax?\nAnswer:", "response": " 1 stickers × $20 = $20\n5 notebooks × $32 = $160\n$20 + $160 = $180\n#### $180", "source": "tp_wordproblem", "tid": "a249c74a4a", "level": "general"}
+{"prompt": "Question: The museum gift shop sells souvenirs. A mug costs $8 and a notebook costs $9. If a tourist buys 4 mugs and 1 notebooks, what is their total expense before tax?\nAnswer:", "response": " 4 mugs × $8 = $32\n1 notebooks × $9 = $9\n$32 + $9 = $41\n#### $41", "source": "tp_wordproblem", "tid": "a249c74a4a", "level": "general"}
+{"prompt": "Question: The park’s visitor center sells souvenirs. A pencil costs $19 and a keychain costs $13. If a family buys 1 pencils and 5 keychains, what is their total expense before tax?\nAnswer:", "response": " 1 pencils × $19 = $19\n5 keychains × $13 = $65\n$19 + $65 = $84\n#### $84", "source": "tp_wordproblem", "tid": "a249c74a4a", "level": "general"}
+{"prompt": "Question: A souvenir shop sells souvenirs. A pen costs $49 and a notebook costs $45. If a family buys 1 pens and 5 notebooks, what is their total expense before tax?\nAnswer:", "response": " 1 pens × $49 = $49\n5 notebooks × $45 = $225\n$49 + $225 = $274\n#### $274", "source": "tp_wordproblem", "tid": "a249c74a4a", "level": "general"}
+{"prompt": "Question: A souvenir shop sells souvenirs. A keychain costs $46 and a sticker costs $34. If a visitor buys 1 keychains and 5 stickers, what is their total expense before tax?\nAnswer:", "response": " 1 keychains × $46 = $46\n5 stickers × $34 = $170\n$46 + $170 = $216\n#### $216", "source": "tp_wordproblem", "tid": "a249c74a4a", "level": "general"}
+{"prompt": "Question: The park’s visitor center sells souvenirs. A keychain costs $19 and a mug costs $12. If a family buys 1 keychains and 3 mugs, what is their total expense before tax?\nAnswer:", "response": " 1 keychains × $19 = $19\n3 mugs × $12 = $36\n$19 + $36 = $55\n#### $55", "source": "tp_wordproblem", "tid": "a249c74a4a", "level": "general"}
+{"prompt": "Question: The park’s visitor center sells souvenirs. A postcard costs $46 and a keychain costs $9. If a family buys 1 postcards and 2 keychains, what is their total expense before tax?\nAnswer:", "response": " 1 postcards × $46 = $46\n2 keychains × $9 = $18\n$46 + $18 = $64\n#### $64", "source": "tp_wordproblem", "tid": "a249c74a4a", "level": "general"}
+{"prompt": "Question: A football club earns sponsorship income and pays a 27% tax. For the 2013–14 season, its pre-tax sponsorship income was €113,100. What is the exact after-tax profit retained?\nAnswer:", "response": " Tax amount = 0.27 × 113,100 = 30,537\nAfter-tax profit = 113,100 − 30,537 = 82,563\n#### €82,563", "source": "tp_finance", "tid": "7003e84226", "level": "general"}
+{"prompt": "Question: The club's sponsorship revenue is subject to a 40% tax rate. If the pre-tax sponsorship income for the 2022–23 season was HK$628,100, calculate the exact after-tax profit retained by the club.\nAnswer:", "response": " Tax amount = 0.40 × 628,100 = 251,240\nAfter-tax profit = 628,100 − 251,240 = 376,860\n#### HK$376,860", "source": "tp_finance", "tid": "7003e84226", "level": "general"}
+{"prompt": "Question: A football club earns sponsorship income and pays a 13% tax. For the 2022–23 season, its pre-tax sponsorship income was $464,500. What is the exact after-tax profit retained?\nAnswer:", "response": " Tax amount = 0.13 × 464,500 = 60,385\nAfter-tax profit = 464,500 − 60,385 = 404,115\n#### $404,115", "source": "tp_finance", "tid": "7003e84226", "level": "general"}
+{"prompt": "Question: A football club earns sponsorship income and pays a 19% tax. For the 2025–26 season, its pre-tax sponsorship income was £768,800. What is the exact after-tax profit retained?\nAnswer:", "response": " Tax amount = 0.19 × 768,800 = 146,072\nAfter-tax profit = 768,800 − 146,072 = 622,728\n#### £622,728", "source": "tp_finance", "tid": "7003e84226", "level": "general"}
+{"prompt": "Question: Sponsorship income for the football club in the 2013–14 season is taxed at 39%. The pre-tax amount was A$843,700. Find the exact after-tax profit retained.\nAnswer:", "response": " Tax amount = 0.39 × 843,700 = 329,043\nAfter-tax profit = 843,700 − 329,043 = 514,657\n#### A$514,657", "source": "tp_finance", "tid": "7003e84226", "level": "general"}
+{"prompt": "Question: Sponsorship income for the football club in the 2024–25 season is taxed at 31%. The pre-tax amount was A$949,000. Find the exact after-tax profit retained.\nAnswer:", "response": " Tax amount = 0.31 × 949,000 = 294,190\nAfter-tax profit = 949,000 − 294,190 = 654,810\n#### A$654,810", "source": "tp_finance", "tid": "7003e84226", "level": "general"}
+{"prompt": "Question: The athletic club's sponsorship revenue is subject to a 33% tax rate. If the pre-tax sponsorship income for the 2013–14 season was $30,300, calculate the exact after-tax profit retained by the athletic club.\nAnswer:", "response": " Tax amount = 0.33 × 30,300 = 9,999\nAfter-tax profit = 30,300 − 9,999 = 20,301\n#### $20,301", "source": "tp_finance", "tid": "7003e84226", "level": "general"}
+{"prompt": "Question: The club's sponsorship revenue is subject to a 24% tax rate. If the pre-tax sponsorship income for the 2025–26 season was $300,500, calculate the exact after-tax profit retained by the club.\nAnswer:", "response": " Tax amount = 0.24 × 300,500 = 72,120\nAfter-tax profit = 300,500 − 72,120 = 228,380\n#### $228,380", "source": "tp_finance", "tid": "7003e84226", "level": "general"}
+{"prompt": "Question: Sponsorship income for the football club in the 2023–24 season is taxed at 11%. The pre-tax amount was HK$92,400. Find the exact after-tax profit retained.\nAnswer:", "response": " Tax amount = 0.11 × 92,400 = 10,164\nAfter-tax profit = 92,400 − 10,164 = 82,236\n#### HK$82,236", "source": "tp_finance", "tid": "7003e84226", "level": "general"}
+{"prompt": "Question: A sports club earns sponsorship income and pays a 9% tax. For the 2013–14 season, its pre-tax sponsorship income was €866,100. What is the exact after-tax profit retained?\nAnswer:", "response": " Tax amount = 0.09 × 866,100 = 77,949\nAfter-tax profit = 866,100 − 77,949 = 788,151\n#### €788,151", "source": "tp_finance", "tid": "7003e84226", "level": "general"}
+{"prompt": "Question: A sports club earns sponsorship income and pays a 31% tax. For the 2025–26 season, its pre-tax sponsorship income was HK$721,400. What is the exact after-tax profit retained?\nAnswer:", "response": " Tax amount = 0.31 × 721,400 = 223,634\nAfter-tax profit = 721,400 − 223,634 = 497,766\n#### HK$497,766", "source": "tp_finance", "tid": "7003e84226", "level": "general"}
+{"prompt": "Question: Sponsorship income for the athletic club in the 2023–24 season is taxed at 31%. The pre-tax amount was HK$300,700. Find the exact after-tax profit retained.\nAnswer:", "response": " Tax amount = 0.31 × 300,700 = 93,217\nAfter-tax profit = 300,700 − 93,217 = 207,483\n#### HK$207,483", "source": "tp_finance", "tid": "7003e84226", "level": "general"}
+{"prompt": "Question: Sponsorship income for the athletic club in the 2022–23 season is taxed at 30%. The pre-tax amount was $351,100. Find the exact after-tax profit retained.\nAnswer:", "response": " Tax amount = 0.30 × 351,100 = 105,330\nAfter-tax profit = 351,100 − 105,330 = 245,770\n#### $245,770", "source": "tp_finance", "tid": "7003e84226", "level": "general"}
+{"prompt": "Question: The football club's sponsorship revenue is subject to a 41% tax rate. If the pre-tax sponsorship income for the 2023–24 season was $934,200, calculate the exact after-tax profit retained by the football club.\nAnswer:", "response": " Tax amount = 0.41 × 934,200 = 383,022\nAfter-tax profit = 934,200 − 383,022 = 551,178\n#### $551,178", "source": "tp_finance", "tid": "7003e84226", "level": "general"}
+{"prompt": "Question: A club earns sponsorship income and pays a 7% tax. For the 2022–23 season, its pre-tax sponsorship income was £701,700. What is the exact after-tax profit retained?\nAnswer:", "response": " Tax amount = 0.07 × 701,700 = 49,119\nAfter-tax profit = 701,700 − 49,119 = 652,581\n#### £652,581", "source": "tp_finance", "tid": "7003e84226", "level": "general"}
+{"prompt": "Question: A club earns sponsorship income and pays a 38% tax. For the 2023–24 season, its pre-tax sponsorship income was €667,700. What is the exact after-tax profit retained?\nAnswer:", "response": " Tax amount = 0.38 × 667,700 = 253,726\nAfter-tax profit = 667,700 − 253,726 = 413,974\n#### €413,974", "source": "tp_finance", "tid": "7003e84226", "level": "general"}
+{"prompt": "Question: The athletic club's sponsorship revenue is subject to a 27% tax rate. If the pre-tax sponsorship income for the 2024–25 season was A$927,900, calculate the exact after-tax profit retained by the athletic club.\nAnswer:", "response": " Tax amount = 0.27 × 927,900 = 250,533\nAfter-tax profit = 927,900 − 250,533 = 677,367\n#### A$677,367", "source": "tp_finance", "tid": "7003e84226", "level": "general"}
+{"prompt": "Question: A football club earns sponsorship income and pays a 11% tax. For the 2024–25 season, its pre-tax sponsorship income was $588,600. What is the exact after-tax profit retained?\nAnswer:", "response": " Tax amount = 0.11 × 588,600 = 64,746\nAfter-tax profit = 588,600 − 64,746 = 523,854\n#### $523,854", "source": "tp_finance", "tid": "7003e84226", "level": "general"}
+{"prompt": "Question: A football club earns sponsorship income and pays a 19% tax. For the 2024–25 season, its pre-tax sponsorship income was HK$976,600. What is the exact after-tax profit retained?\nAnswer:", "response": " Tax amount = 0.19 × 976,600 = 185,554\nAfter-tax profit = 976,600 − 185,554 = 791,046\n#### HK$791,046", "source": "tp_finance", "tid": "7003e84226", "level": "general"}
+{"prompt": "Question: A club earns sponsorship income and pays a 11% tax. For the 2023–24 season, its pre-tax sponsorship income was $403,600. What is the exact after-tax profit retained?\nAnswer:", "response": " Tax amount = 0.11 × 403,600 = 44,396\nAfter-tax profit = 403,600 − 44,396 = 359,204\n#### $359,204", "source": "tp_finance", "tid": "7003e84226", "level": "general"}
+{"prompt": "Question: The club's sponsorship revenue is subject to a 30% tax rate. If the pre-tax sponsorship income for the 2013–14 season was €964,100, calculate the exact after-tax profit retained by the club.\nAnswer:", "response": " Tax amount = 0.30 × 964,100 = 289,230\nAfter-tax profit = 964,100 − 289,230 = 674,870\n#### €674,870", "source": "tp_finance", "tid": "7003e84226", "level": "general"}
+{"prompt": "Question: A sports club earns sponsorship income and pays a 21% tax. For the 2025–26 season, its pre-tax sponsorship income was $886,000. What is the exact after-tax profit retained?\nAnswer:", "response": " Tax amount = 0.21 × 886,000 = 186,060\nAfter-tax profit = 886,000 − 186,060 = 699,940\n#### $699,940", "source": "tp_finance", "tid": "7003e84226", "level": "general"}
+{"prompt": "Question: A sports club earns sponsorship income and pays a 28% tax. For the 2024–25 season, its pre-tax sponsorship income was A$151,500. What is the exact after-tax profit retained?\nAnswer:", "response": " Tax amount = 0.28 × 151,500 = 42,420\nAfter-tax profit = 151,500 − 42,420 = 109,080\n#### A$109,080", "source": "tp_finance", "tid": "7003e84226", "level": "general"}
+{"prompt": "Question: A football club earns sponsorship income and pays a 13% tax. For the 2024–25 season, its pre-tax sponsorship income was €701,400. What is the exact after-tax profit retained?\nAnswer:", "response": " Tax amount = 0.13 × 701,400 = 91,182\nAfter-tax profit = 701,400 − 91,182 = 610,218\n#### €610,218", "source": "tp_finance", "tid": "7003e84226", "level": "general"}
+{"prompt": "Question: The club's sponsorship revenue is subject to a 25% tax rate. If the pre-tax sponsorship income for the 2024–25 season was €861,600, calculate the exact after-tax profit retained by the club.\nAnswer:", "response": " Tax amount = 0.25 × 861,600 = 215,400\nAfter-tax profit = 861,600 − 215,400 = 646,200\n#### €646,200", "source": "tp_finance", "tid": "7003e84226", "level": "general"}
+{"prompt": "Question: The sports club's sponsorship revenue is subject to a 18% tax rate. If the pre-tax sponsorship income for the 2013–14 season was HK$574,700, calculate the exact after-tax profit retained by the sports club.\nAnswer:", "response": " Tax amount = 0.18 × 574,700 = 103,446\nAfter-tax profit = 574,700 − 103,446 = 471,254\n#### HK$471,254", "source": "tp_finance", "tid": "7003e84226", "level": "general"}
+{"prompt": "Question: The club's sponsorship revenue is subject to a 29% tax rate. If the pre-tax sponsorship income for the 2024–25 season was £443,500, calculate the exact after-tax profit retained by the club.\nAnswer:", "response": " Tax amount = 0.29 × 443,500 = 128,615\nAfter-tax profit = 443,500 − 128,615 = 314,885\n#### £314,885", "source": "tp_finance", "tid": "7003e84226", "level": "general"}
+{"prompt": "Question: The club's sponsorship revenue is subject to a 39% tax rate. If the pre-tax sponsorship income for the 2013–14 season was HK$815,200, calculate the exact after-tax profit retained by the club.\nAnswer:", "response": " Tax amount = 0.39 × 815,200 = 317,928\nAfter-tax profit = 815,200 − 317,928 = 497,272\n#### HK$497,272", "source": "tp_finance", "tid": "7003e84226", "level": "general"}
+{"prompt": "Question: The football club's sponsorship revenue is subject to a 45% tax rate. If the pre-tax sponsorship income for the 2025–26 season was €423,500, calculate the exact after-tax profit retained by the football club.\nAnswer:", "response": " Tax amount = 0.45 × 423,500 = 190,575\nAfter-tax profit = 423,500 − 190,575 = 232,925\n#### €232,925", "source": "tp_finance", "tid": "7003e84226", "level": "general"}
+{"prompt": "Question: Sponsorship income for the athletic club in the 2025–26 season is taxed at 15%. The pre-tax amount was A$885,500. Find the exact after-tax profit retained.\nAnswer:", "response": " Tax amount = 0.15 × 885,500 = 132,825\nAfter-tax profit = 885,500 − 132,825 = 752,675\n#### A$752,675", "source": "tp_finance", "tid": "7003e84226", "level": "general"}
+{"prompt": "Question: A club earns sponsorship income and pays a 15% tax. For the 2024–25 season, its pre-tax sponsorship income was A$319,000. What is the exact after-tax profit retained?\nAnswer:", "response": " Tax amount = 0.15 × 319,000 = 47,850\nAfter-tax profit = 319,000 − 47,850 = 271,150\n#### A$271,150", "source": "tp_finance", "tid": "7003e84226", "level": "general"}
+{"prompt": "Question: A club earns sponsorship income and pays a 25% tax. For the 2013–14 season, its pre-tax sponsorship income was £85,400. What is the exact after-tax profit retained?\nAnswer:", "response": " Tax amount = 0.25 × 85,400 = 21,350\nAfter-tax profit = 85,400 − 21,350 = 64,050\n#### £64,050", "source": "tp_finance", "tid": "7003e84226", "level": "general"}
+{"prompt": "Question: The football club's sponsorship revenue is subject to a 15% tax rate. If the pre-tax sponsorship income for the 2025–26 season was €563,500, calculate the exact after-tax profit retained by the football club.\nAnswer:", "response": " Tax amount = 0.15 × 563,500 = 84,525\nAfter-tax profit = 563,500 − 84,525 = 478,975\n#### €478,975", "source": "tp_finance", "tid": "7003e84226", "level": "general"}
+{"prompt": "Question: Sponsorship income for the sports club in the 2023–24 season is taxed at 9%. The pre-tax amount was €134,900. Find the exact after-tax profit retained.\nAnswer:", "response": " Tax amount = 0.09 × 134,900 = 12,141\nAfter-tax profit = 134,900 − 12,141 = 122,759\n#### €122,759", "source": "tp_finance", "tid": "7003e84226", "level": "general"}
+{"prompt": "Question: The club's sponsorship revenue is subject to a 11% tax rate. If the pre-tax sponsorship income for the 2013–14 season was HK$643,400, calculate the exact after-tax profit retained by the club.\nAnswer:", "response": " Tax amount = 0.11 × 643,400 = 70,774\nAfter-tax profit = 643,400 − 70,774 = 572,626\n#### HK$572,626", "source": "tp_finance", "tid": "7003e84226", "level": "general"}
+{"prompt": "Question: The football club's sponsorship revenue is subject to a 15% tax rate. If the pre-tax sponsorship income for the 2022–23 season was £128,000, calculate the exact after-tax profit retained by the football club.\nAnswer:", "response": " Tax amount = 0.15 × 128,000 = 19,200\nAfter-tax profit = 128,000 − 19,200 = 108,800\n#### £108,800", "source": "tp_finance", "tid": "7003e84226", "level": "general"}
+{"prompt": "Question: A football club earns sponsorship income and pays a 7% tax. For the 2013–14 season, its pre-tax sponsorship income was HK$132,300. What is the exact after-tax profit retained?\nAnswer:", "response": " Tax amount = 0.07 × 132,300 = 9,261\nAfter-tax profit = 132,300 − 9,261 = 123,039\n#### HK$123,039", "source": "tp_finance", "tid": "7003e84226", "level": "general"}
+{"prompt": "Question: The club's sponsorship revenue is subject to a 11% tax rate. If the pre-tax sponsorship income for the 2024–25 season was €84,700, calculate the exact after-tax profit retained by the club.\nAnswer:", "response": " Tax amount = 0.11 × 84,700 = 9,317\nAfter-tax profit = 84,700 − 9,317 = 75,383\n#### €75,383", "source": "tp_finance", "tid": "7003e84226", "level": "general"}
+{"prompt": "Question: A club earns sponsorship income and pays a 14% tax. For the 2013–14 season, its pre-tax sponsorship income was £213,700. What is the exact after-tax profit retained?\nAnswer:", "response": " Tax amount = 0.14 × 213,700 = 29,918\nAfter-tax profit = 213,700 − 29,918 = 183,782\n#### £183,782", "source": "tp_finance", "tid": "7003e84226", "level": "general"}
+{"prompt": "Question: A sports club earns sponsorship income and pays a 8% tax. For the 2022–23 season, its pre-tax sponsorship income was HK$391,400. What is the exact after-tax profit retained?\nAnswer:", "response": " Tax amount = 0.08 × 391,400 = 31,312\nAfter-tax profit = 391,400 − 31,312 = 360,088\n#### HK$360,088", "source": "tp_finance", "tid": "7003e84226", "level": "general"}
+{"prompt": "Question: Ivy's ferry route takes 119 minutes from start to end. There are 2 intermediate stops along the way, and each stop lasts 8 minutes. What is the total travel time including stops?\nAnswer:", "response": " Base travel = 119\nStops total = 2 × 8 = 16\nTotal = 119 + 16 = 135\n#### 135", "source": "tp_wordproblem", "tid": "7361b15d30", "level": "general"}
+{"prompt": "Question: A tram trip for Ivy takes 27 minutes before any stops. The route has 2 intermediate stops, each lasting 5 minutes. What is the total travel time including stops?\nAnswer:", "response": " Base travel = 27\nStops total = 2 × 5 = 10\nTotal = 27 + 10 = 37\n#### 37", "source": "tp_wordproblem", "tid": "7361b15d30", "level": "general"}
+{"prompt": "Question: Noah's tram route takes 86 minutes from start to end. There are 5 intermediate stops along the way, and each stop lasts 11 minutes. What is the total travel time including stops?\nAnswer:", "response": " Base travel = 86\nStops total = 5 × 11 = 55\nTotal = 86 + 55 = 141\n#### 141", "source": "tp_wordproblem", "tid": "7361b15d30", "level": "general"}
+{"prompt": "Question: A shuttle trip for Noah takes 83 minutes before any stops. The route has 4 intermediate stops, each lasting 10 minutes. What is the total travel time including stops?\nAnswer:", "response": " Base travel = 83\nStops total = 4 × 10 = 40\nTotal = 83 + 40 = 123\n#### 123", "source": "tp_wordproblem", "tid": "7361b15d30", "level": "general"}
+{"prompt": "Question: The route makes a 3-minute stop at each of 3 intermediate stops along the way. Noah rides a ferry that takes 73 minutes between the start and end. What is the total travel time including stops?\nAnswer:", "response": " Base travel = 73\nStops total = 3 × 3 = 9\nTotal = 73 + 9 = 82\n#### 82", "source": "tp_wordproblem", "tid": "7361b15d30", "level": "general"}
+{"prompt": "Question: Zoe rides a ferry that takes 81 minutes between the start and end. The route has 5 intermediate stops, each lasting 8 minutes. What is the total travel time including stops?\nAnswer:", "response": " Base travel = 81\nStops total = 5 × 8 = 40\nTotal = 81 + 40 = 121\n#### 121", "source": "tp_wordproblem", "tid": "7361b15d30", "level": "general"}
+{"prompt": "Question: Max's train route takes 64 minutes from start to end. The route has 3 intermediate stops, each lasting 2 minutes. What is the total travel time including stops?\nAnswer:", "response": " Base travel = 64\nStops total = 3 × 2 = 6\nTotal = 64 + 6 = 70\n#### 70", "source": "tp_wordproblem", "tid": "7361b15d30", "level": "general"}
+{"prompt": "Question: The route has 3 intermediate stops, each lasting 11 minutes. Zoe's tram route takes 24 minutes from start to end. What is the total travel time including stops?\nAnswer:", "response": " Base travel = 24\nStops total = 3 × 11 = 33\nTotal = 24 + 33 = 57\n#### 57", "source": "tp_wordproblem", "tid": "7361b15d30", "level": "general"}
+{"prompt": "Question: The route has 4 intermediate stops, each lasting 9 minutes. Leo's train route takes 86 minutes from start to end. What is the total travel time including stops?\nAnswer:", "response": " Base travel = 86\nStops total = 4 × 9 = 36\nTotal = 86 + 36 = 122\n#### 122", "source": "tp_wordproblem", "tid": "7361b15d30", "level": "general"}
+{"prompt": "Question: The route has 5 intermediate stops, each lasting 2 minutes. Leo's shuttle route takes 43 minutes from start to end. What is the total travel time including stops?\nAnswer:", "response": " Base travel = 43\nStops total = 5 × 2 = 10\nTotal = 43 + 10 = 53\n#### 53", "source": "tp_wordproblem", "tid": "7361b15d30", "level": "general"}
+{"prompt": "Question: A shuttle trip for Leo takes 105 minutes before any stops. There are 3 intermediate stops along the way, and each stop lasts 11 minutes. What is the total travel time including stops?\nAnswer:", "response": " Base travel = 105\nStops total = 3 × 11 = 33\nTotal = 105 + 33 = 138\n#### 138", "source": "tp_wordproblem", "tid": "7361b15d30", "level": "general"}
+{"prompt": "Question: Ivy rides a tram that takes 66 minutes between the start and end. There are 2 intermediate stops along the way, and each stop lasts 6 minutes. What is the total travel time including stops?\nAnswer:", "response": " Base travel = 66\nStops total = 2 × 6 = 12\nTotal = 66 + 12 = 78\n#### 78", "source": "tp_wordproblem", "tid": "7361b15d30", "level": "general"}
+{"prompt": "Question: Ivy rides a tram that takes 63 minutes between the start and end. The route makes a 4-minute stop at each of 3 intermediate stops along the way. What is the total travel time including stops?\nAnswer:", "response": " Base travel = 63\nStops total = 3 × 4 = 12\nTotal = 63 + 12 = 75\n#### 75", "source": "tp_wordproblem", "tid": "7361b15d30", "level": "general"}
+{"prompt": "Question: Mia's shuttle route takes 82 minutes from start to end. There are 3 intermediate stops along the way, and each stop lasts 6 minutes. What is the total travel time including stops?\nAnswer:", "response": " Base travel = 82\nStops total = 3 × 6 = 18\nTotal = 82 + 18 = 100\n#### 100", "source": "tp_wordproblem", "tid": "7361b15d30", "level": "general"}
+{"prompt": "Question: There are 3 intermediate stops along the way, and each stop lasts 2 minutes. A train trip for Zoe takes 85 minutes before any stops. What is the total travel time including stops?\nAnswer:", "response": " Base travel = 85\nStops total = 3 × 2 = 6\nTotal = 85 + 6 = 91\n#### 91", "source": "tp_wordproblem", "tid": "7361b15d30", "level": "general"}
+{"prompt": "Question: The route has 5 intermediate stops, each lasting 6 minutes. A ferry trip for Ivy takes 33 minutes before any stops. What is the total travel time including stops?\nAnswer:", "response": " Base travel = 33\nStops total = 5 × 6 = 30\nTotal = 33 + 30 = 63\n#### 63", "source": "tp_wordproblem", "tid": "7361b15d30", "level": "general"}
+{"prompt": "Question: A train trip for Ava takes 66 minutes before any stops. There are 4 intermediate stops along the way, and each stop lasts 8 minutes. What is the total travel time including stops?\nAnswer:", "response": " Base travel = 66\nStops total = 4 × 8 = 32\nTotal = 66 + 32 = 98\n#### 98", "source": "tp_wordproblem", "tid": "7361b15d30", "level": "general"}
+{"prompt": "Question: A train trip for Noah takes 81 minutes before any stops. There are 5 intermediate stops along the way, and each stop lasts 12 minutes. What is the total travel time including stops?\nAnswer:", "response": " Base travel = 81\nStops total = 5 × 12 = 60\nTotal = 81 + 60 = 141\n#### 141", "source": "tp_wordproblem", "tid": "7361b15d30", "level": "general"}
+{"prompt": "Question: Leo rides a tram that takes 70 minutes between the start and end. There are 5 intermediate stops along the way, and each stop lasts 12 minutes. What is the total travel time including stops?\nAnswer:", "response": " Base travel = 70\nStops total = 5 × 12 = 60\nTotal = 70 + 60 = 130\n#### 130", "source": "tp_wordproblem", "tid": "7361b15d30", "level": "general"}
+{"prompt": "Question: The route has 3 intermediate stops, each lasting 7 minutes. A tram trip for Leo takes 24 minutes before any stops. What is the total travel time including stops?\nAnswer:", "response": " Base travel = 24\nStops total = 3 × 7 = 21\nTotal = 24 + 21 = 45\n#### 45", "source": "tp_wordproblem", "tid": "7361b15d30", "level": "general"}
+{"prompt": "Question: The route makes a 2-minute stop at each of 5 intermediate stops along the way. A tram trip for Ivy takes 34 minutes before any stops. What is the total travel time including stops?\nAnswer:", "response": " Base travel = 34\nStops total = 5 × 2 = 10\nTotal = 34 + 10 = 44\n#### 44", "source": "tp_wordproblem", "tid": "7361b15d30", "level": "general"}
+{"prompt": "Question: There are 3 intermediate stops along the way, and each stop lasts 10 minutes. Noah rides a ferry that takes 87 minutes between the start and end. What is the total travel time including stops?\nAnswer:", "response": " Base travel = 87\nStops total = 3 × 10 = 30\nTotal = 87 + 30 = 117\n#### 117", "source": "tp_wordproblem", "tid": "7361b15d30", "level": "general"}
+{"prompt": "Question: The route has 4 intermediate stops, each lasting 8 minutes. Leo rides a shuttle that takes 36 minutes between the start and end. What is the total travel time including stops?\nAnswer:", "response": " Base travel = 36\nStops total = 4 × 8 = 32\nTotal = 36 + 32 = 68\n#### 68", "source": "tp_wordproblem", "tid": "7361b15d30", "level": "general"}
+{"prompt": "Question: The route makes a 9-minute stop at each of 5 intermediate stops along the way. A shuttle trip for Ava takes 82 minutes before any stops. What is the total travel time including stops?\nAnswer:", "response": " Base travel = 82\nStops total = 5 × 9 = 45\nTotal = 82 + 45 = 127\n#### 127", "source": "tp_wordproblem", "tid": "7361b15d30", "level": "general"}
+{"prompt": "Question: A train trip for Kai takes 22 minutes before any stops. The route has 5 intermediate stops, each lasting 9 minutes. What is the total travel time including stops?\nAnswer:", "response": " Base travel = 22\nStops total = 5 × 9 = 45\nTotal = 22 + 45 = 67\n#### 67", "source": "tp_wordproblem", "tid": "7361b15d30", "level": "general"}
+{"prompt": "Question: The route has 2 intermediate stops, each lasting 2 minutes. Noah's ferry route takes 46 minutes from start to end. What is the total travel time including stops?\nAnswer:", "response": " Base travel = 46\nStops total = 2 × 2 = 4\nTotal = 46 + 4 = 50\n#### 50", "source": "tp_wordproblem", "tid": "7361b15d30", "level": "general"}
+{"prompt": "Question: The route has 4 intermediate stops, each lasting 9 minutes. Ivy's ferry route takes 23 minutes from start to end. What is the total travel time including stops?\nAnswer:", "response": " Base travel = 23\nStops total = 4 × 9 = 36\nTotal = 23 + 36 = 59\n#### 59", "source": "tp_wordproblem", "tid": "7361b15d30", "level": "general"}
+{"prompt": "Question: The route has 2 intermediate stops, each lasting 3 minutes. Max's tram route takes 22 minutes from start to end. What is the total travel time including stops?\nAnswer:", "response": " Base travel = 22\nStops total = 2 × 3 = 6\nTotal = 22 + 6 = 28\n#### 28", "source": "tp_wordproblem", "tid": "7361b15d30", "level": "general"}
+{"prompt": "Question: There are 5 intermediate stops along the way, and each stop lasts 11 minutes. A tram trip for Zoe takes 79 minutes before any stops. What is the total travel time including stops?\nAnswer:", "response": " Base travel = 79\nStops total = 5 × 11 = 55\nTotal = 79 + 55 = 134\n#### 134", "source": "tp_wordproblem", "tid": "7361b15d30", "level": "general"}
+{"prompt": "Question: There are 3 intermediate stops along the way, and each stop lasts 6 minutes. A ferry trip for Ivy takes 97 minutes before any stops. What is the total travel time including stops?\nAnswer:", "response": " Base travel = 97\nStops total = 3 × 6 = 18\nTotal = 97 + 18 = 115\n#### 115", "source": "tp_wordproblem", "tid": "7361b15d30", "level": "general"}
+{"prompt": "Question: There are 3 intermediate stops along the way, and each stop lasts 8 minutes. Noah rides a shuttle that takes 27 minutes between the start and end. What is the total travel time including stops?\nAnswer:", "response": " Base travel = 27\nStops total = 3 × 8 = 24\nTotal = 27 + 24 = 51\n#### 51", "source": "tp_wordproblem", "tid": "7361b15d30", "level": "general"}
+{"prompt": "Question: The route makes a 11-minute stop at each of 2 intermediate stops along the way. A ferry trip for Mia takes 109 minutes before any stops. What is the total travel time including stops?\nAnswer:", "response": " Base travel = 109\nStops total = 2 × 11 = 22\nTotal = 109 + 22 = 131\n#### 131", "source": "tp_wordproblem", "tid": "7361b15d30", "level": "general"}
+{"prompt": "Question: Ava's ferry route takes 69 minutes from start to end. There are 5 intermediate stops along the way, and each stop lasts 12 minutes. What is the total travel time including stops?\nAnswer:", "response": " Base travel = 69\nStops total = 5 × 12 = 60\nTotal = 69 + 60 = 129\n#### 129", "source": "tp_wordproblem", "tid": "7361b15d30", "level": "general"}
+{"prompt": "Question: The route makes a 5-minute stop at each of 4 intermediate stops along the way. Max rides a train that takes 102 minutes between the start and end. What is the total travel time including stops?\nAnswer:", "response": " Base travel = 102\nStops total = 4 × 5 = 20\nTotal = 102 + 20 = 122\n#### 122", "source": "tp_wordproblem", "tid": "7361b15d30", "level": "general"}
+{"prompt": "Question: A train trip for Leo takes 24 minutes before any stops. The route makes a 12-minute stop at each of 2 intermediate stops along the way. What is the total travel time including stops?\nAnswer:", "response": " Base travel = 24\nStops total = 2 × 12 = 24\nTotal = 24 + 24 = 48\n#### 48", "source": "tp_wordproblem", "tid": "7361b15d30", "level": "general"}
+{"prompt": "Question: Ava's ferry route takes 117 minutes from start to end. The route makes a 12-minute stop at each of 5 intermediate stops along the way. What is the total travel time including stops?\nAnswer:", "response": " Base travel = 117\nStops total = 5 × 12 = 60\nTotal = 117 + 60 = 177\n#### 177", "source": "tp_wordproblem", "tid": "7361b15d30", "level": "general"}
+{"prompt": "Question: Leo's train route takes 73 minutes from start to end. There are 2 intermediate stops along the way, and each stop lasts 12 minutes. What is the total travel time including stops?\nAnswer:", "response": " Base travel = 73\nStops total = 2 × 12 = 24\nTotal = 73 + 24 = 97\n#### 97", "source": "tp_wordproblem", "tid": "7361b15d30", "level": "general"}
+{"prompt": "Question: There are 5 intermediate stops along the way, and each stop lasts 9 minutes. Leo's train route takes 30 minutes from start to end. What is the total travel time including stops?\nAnswer:", "response": " Base travel = 30\nStops total = 5 × 9 = 45\nTotal = 30 + 45 = 75\n#### 75", "source": "tp_wordproblem", "tid": "7361b15d30", "level": "general"}
+{"prompt": "Question: A train trip for Ava takes 34 minutes before any stops. There are 4 intermediate stops along the way, and each stop lasts 3 minutes. What is the total travel time including stops?\nAnswer:", "response": " Base travel = 34\nStops total = 4 × 3 = 12\nTotal = 34 + 12 = 46\n#### 46", "source": "tp_wordproblem", "tid": "7361b15d30", "level": "general"}
+{"prompt": "Question: The route makes a 12-minute stop at each of 3 intermediate stops along the way. Noah's train route takes 106 minutes from start to end. What is the total travel time including stops?\nAnswer:", "response": " Base travel = 106\nStops total = 3 × 12 = 36\nTotal = 106 + 36 = 142\n#### 142", "source": "tp_wordproblem", "tid": "7361b15d30", "level": "general"}
+{"prompt": "Question: In a biography, Gus's book mentions he saved $290 each month for 12 months, then spent 20% of his savings on a tent. How much money remained after the purchase?\nAnswer:", "response": " Monthly saving × months = 290 × 12 = 3480\n20% of 3480 = 0.20 × 3480 = 696\nRemaining = 3480 – 696 = 2784\n#### 2784", "source": "tp_wordproblem", "tid": "29fbe391f0", "level": "general"}
+{"prompt": "Question: In a biography, Ivan's book mentions he saved $55 each month for 5 months, then spent 20% of his savings on a piano. How much money remained after the purchase?\nAnswer:", "response": " Monthly saving × months = 55 × 5 = 275\n20% of 275 = 0.20 × 275 = 55\nRemaining = 275 – 55 = 220\n#### 220", "source": "tp_wordproblem", "tid": "29fbe391f0", "level": "general"}
+{"prompt": "Question: In a biography, Dorian's book mentions he saved $350 each month for 11 months, then spent 80% of his savings on a camera. How much money remained after the purchase?\nAnswer:", "response": " Monthly saving × months = 350 × 11 = 3850\n80% of 3850 = 0.80 × 3850 = 3080\nRemaining = 3850 – 3080 = 770\n#### 770", "source": "tp_wordproblem", "tid": "29fbe391f0", "level": "general"}
+{"prompt": "Question: A biography says Dorian saved $335 per month for 10 months. He then used 70% of his savings to buy a guitar. How much money was left?\nAnswer:", "response": " Monthly saving × months = 335 × 10 = 3350\n70% of 3350 = 0.70 × 3350 = 2345\nRemaining = 3350 – 2345 = 1005\n#### 1005", "source": "tp_wordproblem", "tid": "29fbe391f0", "level": "general"}
+{"prompt": "Question: According to a biography, Dorian set aside $285 monthly for 3 months before spending 40% of the savings on a tent. What amount remained?\nAnswer:", "response": " Monthly saving × months = 285 × 3 = 855\n40% of 855 = 0.40 × 855 = 342\nRemaining = 855 – 342 = 513\n#### 513", "source": "tp_wordproblem", "tid": "29fbe391f0", "level": "general"}
+{"prompt": "Question: A biography says Felix saved $385 per month for 12 months. He then used 55% of his savings to buy a camera. How much money was left?\nAnswer:", "response": " Monthly saving × months = 385 × 12 = 4620\n55% of 4620 = 0.55 × 4620 = 2541\nRemaining = 4620 – 2541 = 2079\n#### 2079", "source": "tp_wordproblem", "tid": "29fbe391f0", "level": "general"}
+{"prompt": "Question: In a biography, Hugo's book mentions he saved $240 each month for 2 months, then spent 45% of his savings on tools. How much money remained after the purchase?\nAnswer:", "response": " Monthly saving × months = 240 × 2 = 480\n45% of 480 = 0.45 × 480 = 216\nRemaining = 480 – 216 = 264\n#### 264", "source": "tp_wordproblem", "tid": "29fbe391f0", "level": "general"}
+{"prompt": "Question: In a biography, Ellis's book mentions he saved $40 each month for 11 months, then spent 35% of his savings on a camera. How much money remained after the purchase?\nAnswer:", "response": " Monthly saving × months = 40 × 11 = 440\n35% of 440 = 0.35 × 440 = 154\nRemaining = 440 – 154 = 286\n#### 286", "source": "tp_wordproblem", "tid": "29fbe391f0", "level": "general"}
+{"prompt": "Question: In a biography, Bennett's book mentions he saved $350 each month for 9 months, then spent 70% of his savings on supplies. How much money remained after the purchase?\nAnswer:", "response": " Monthly saving × months = 350 × 9 = 3150\n70% of 3150 = 0.70 × 3150 = 2205\nRemaining = 3150 – 2205 = 945\n#### 945", "source": "tp_wordproblem", "tid": "29fbe391f0", "level": "general"}
+{"prompt": "Question: In a biography, Bennett's book mentions he saved $135 each month for 2 months, then spent 90% of his savings on a guitar. How much money remained after the purchase?\nAnswer:", "response": " Monthly saving × months = 135 × 2 = 270\n90% of 270 = 0.90 × 270 = 243\nRemaining = 270 – 243 = 27\n#### 27", "source": "tp_wordproblem", "tid": "29fbe391f0", "level": "general"}
+{"prompt": "Question: A biography says Ivan saved $445 per month for 11 months. He then used 40% of his savings to buy supplies. How much money was left?\nAnswer:", "response": " Monthly saving × months = 445 × 11 = 4895\n40% of 4895 = 0.40 × 4895 = 1958\nRemaining = 4895 – 1958 = 2937\n#### 2937", "source": "tp_wordproblem", "tid": "29fbe391f0", "level": "general"}
+{"prompt": "Question: According to a biography, Gus set aside $250 monthly for 6 months before spending 5% of the savings on a camera. What amount remained?\nAnswer:", "response": " Monthly saving × months = 250 × 6 = 1500\n5% of 1500 = 0.05 × 1500 = 75\nRemaining = 1500 – 75 = 1425\n#### 1425", "source": "tp_wordproblem", "tid": "29fbe391f0", "level": "general"}
+{"prompt": "Question: According to a biography, Gus set aside $235 monthly for 4 months before spending 25% of the savings on a laptop. What amount remained?\nAnswer:", "response": " Monthly saving × months = 235 × 4 = 940\n25% of 940 = 0.25 × 940 = 235\nRemaining = 940 – 235 = 705\n#### 705", "source": "tp_wordproblem", "tid": "29fbe391f0", "level": "general"}
+{"prompt": "Question: A biography says Jasper saved $330 per month for 6 months. He then used 35% of his savings to buy tools. How much money was left?\nAnswer:", "response": " Monthly saving × months = 330 × 6 = 1980\n35% of 1980 = 0.35 × 1980 = 693\nRemaining = 1980 – 693 = 1287\n#### 1287", "source": "tp_wordproblem", "tid": "29fbe391f0", "level": "general"}
+{"prompt": "Question: A biography says Ellis saved $345 per month for 2 months. He then used 50% of his savings to buy tools. How much money was left?\nAnswer:", "response": " Monthly saving × months = 345 × 2 = 690\n50% of 690 = 0.50 × 690 = 345\nRemaining = 690 – 345 = 345\n#### 345", "source": "tp_wordproblem", "tid": "29fbe391f0", "level": "general"}
+{"prompt": "Question: A biography says Ivan saved $85 per month for 6 months. He then used 90% of his savings to buy a piano. How much money was left?\nAnswer:", "response": " Monthly saving × months = 85 × 6 = 510\n90% of 510 = 0.90 × 510 = 459\nRemaining = 510 – 459 = 51\n#### 51", "source": "tp_wordproblem", "tid": "29fbe391f0", "level": "general"}
+{"prompt": "Question: A biography says Bennett saved $365 per month for 7 months. He then used 40% of his savings to buy a tent. How much money was left?\nAnswer:", "response": " Monthly saving × months = 365 × 7 = 2555\n40% of 2555 = 0.40 × 2555 = 1022\nRemaining = 2555 – 1022 = 1533\n#### 1533", "source": "tp_wordproblem", "tid": "29fbe391f0", "level": "general"}
+{"prompt": "Question: A biography says Dorian saved $325 per month for 12 months. He then used 75% of his savings to buy supplies. How much money was left?\nAnswer:", "response": " Monthly saving × months = 325 × 12 = 3900\n75% of 3900 = 0.75 × 3900 = 2925\nRemaining = 3900 – 2925 = 975\n#### 975", "source": "tp_wordproblem", "tid": "29fbe391f0", "level": "general"}
+{"prompt": "Question: According to a biography, Bennett set aside $270 monthly for 12 months before spending 70% of the savings on a laptop. What amount remained?\nAnswer:", "response": " Monthly saving × months = 270 × 12 = 3240\n70% of 3240 = 0.70 × 3240 = 2268\nRemaining = 3240 – 2268 = 972\n#### 972", "source": "tp_wordproblem", "tid": "29fbe391f0", "level": "general"}
+{"prompt": "Question: A biography says Bennett saved $40 per month for 7 months. He then used 40% of his savings to buy a laptop. How much money was left?\nAnswer:", "response": " Monthly saving × months = 40 × 7 = 280\n40% of 280 = 0.40 × 280 = 112\nRemaining = 280 – 112 = 168\n#### 168", "source": "tp_wordproblem", "tid": "29fbe391f0", "level": "general"}
+{"prompt": "Question: A biography says Gus saved $90 per month for 2 months. He then used 80% of his savings to buy a camera. How much money was left?\nAnswer:", "response": " Monthly saving × months = 90 × 2 = 180\n80% of 180 = 0.80 × 180 = 144\nRemaining = 180 – 144 = 36\n#### 36", "source": "tp_wordproblem", "tid": "29fbe391f0", "level": "general"}
+{"prompt": "Question: A biography says Jasper saved $355 per month for 10 months. He then used 40% of his savings to buy a laptop. How much money was left?\nAnswer:", "response": " Monthly saving × months = 355 × 10 = 3550\n40% of 3550 = 0.40 × 3550 = 1420\nRemaining = 3550 – 1420 = 2130\n#### 2130", "source": "tp_wordproblem", "tid": "29fbe391f0", "level": "general"}
+{"prompt": "Question: According to a biography, Gus set aside $400 monthly for 7 months before spending 15% of the savings on supplies. What amount remained?\nAnswer:", "response": " Monthly saving × months = 400 × 7 = 2800\n15% of 2800 = 0.15 × 2800 = 420\nRemaining = 2800 – 420 = 2380\n#### 2380", "source": "tp_wordproblem", "tid": "29fbe391f0", "level": "general"}
+{"prompt": "Question: A biography says Cedric saved $330 per month for 9 months. He then used 90% of his savings to buy a piano. How much money was left?\nAnswer:", "response": " Monthly saving × months = 330 × 9 = 2970\n90% of 2970 = 0.90 × 2970 = 2673\nRemaining = 2970 – 2673 = 297\n#### 297", "source": "tp_wordproblem", "tid": "29fbe391f0", "level": "general"}
+{"prompt": "Question: A biography says Felix saved $30 per month for 9 months. He then used 80% of his savings to buy supplies. How much money was left?\nAnswer:", "response": " Monthly saving × months = 30 × 9 = 270\n80% of 270 = 0.80 × 270 = 216\nRemaining = 270 – 216 = 54\n#### 54", "source": "tp_wordproblem", "tid": "29fbe391f0", "level": "general"}
+{"prompt": "Question: In a biography, Dorian's book mentions he saved $150 each month for 2 months, then spent 10% of his savings on a tent. How much money remained after the purchase?\nAnswer:", "response": " Monthly saving × months = 150 × 2 = 300\n10% of 300 = 0.10 × 300 = 30\nRemaining = 300 – 30 = 270\n#### 270", "source": "tp_wordproblem", "tid": "29fbe391f0", "level": "general"}
+{"prompt": "Question: In a biography, Gus's book mentions he saved $35 each month for 9 months, then spent 60% of his savings on a bicycle. How much money remained after the purchase?\nAnswer:", "response": " Monthly saving × months = 35 × 9 = 315\n60% of 315 = 0.60 × 315 = 189\nRemaining = 315 – 189 = 126\n#### 126", "source": "tp_wordproblem", "tid": "29fbe391f0", "level": "general"}
+{"prompt": "Question: In a biography, Ivan's book mentions he saved $30 each month for 3 months, then spent 20% of his savings on a guitar. How much money remained after the purchase?\nAnswer:", "response": " Monthly saving × months = 30 × 3 = 90\n20% of 90 = 0.20 × 90 = 18\nRemaining = 90 – 18 = 72\n#### 72", "source": "tp_wordproblem", "tid": "29fbe391f0", "level": "general"}
+{"prompt": "Question: A biography says Ellis saved $315 per month for 11 months. He then used 80% of his savings to buy a laptop. How much money was left?\nAnswer:", "response": " Monthly saving × months = 315 × 11 = 3465\n80% of 3465 = 0.80 × 3465 = 2772\nRemaining = 3465 – 2772 = 693\n#### 693", "source": "tp_wordproblem", "tid": "29fbe391f0", "level": "general"}
+{"prompt": "Question: A biography says Ivan saved $405 per month for 6 months. He then used 40% of his savings to buy a piano. How much money was left?\nAnswer:", "response": " Monthly saving × months = 405 × 6 = 2430\n40% of 2430 = 0.40 × 2430 = 972\nRemaining = 2430 – 972 = 1458\n#### 1458", "source": "tp_wordproblem", "tid": "29fbe391f0", "level": "general"}
+{"prompt": "Question: In a biography, Hugo's book mentions he saved $400 each month for 4 months, then spent 40% of his savings on a piano. How much money remained after the purchase?\nAnswer:", "response": " Monthly saving × months = 400 × 4 = 1600\n40% of 1600 = 0.40 × 1600 = 640\nRemaining = 1600 – 640 = 960\n#### 960", "source": "tp_wordproblem", "tid": "29fbe391f0", "level": "general"}
+{"prompt": "Question: A biography says Aldous saved $465 per month for 11 months. He then used 20% of his savings to buy a tent. How much money was left?\nAnswer:", "response": " Monthly saving × months = 465 × 11 = 5115\n20% of 5115 = 0.20 × 5115 = 1023\nRemaining = 5115 – 1023 = 4092\n#### 4092", "source": "tp_wordproblem", "tid": "29fbe391f0", "level": "general"}
+{"prompt": "Question: A biography says Gus saved $265 per month for 12 months. He then used 95% of his savings to buy a camera. How much money was left?\nAnswer:", "response": " Monthly saving × months = 265 × 12 = 3180\n95% of 3180 = 0.95 × 3180 = 3021\nRemaining = 3180 – 3021 = 159\n#### 159", "source": "tp_wordproblem", "tid": "29fbe391f0", "level": "general"}
+{"prompt": "Question: According to a biography, Hugo set aside $430 monthly for 5 months before spending 60% of the savings on supplies. What amount remained?\nAnswer:", "response": " Monthly saving × months = 430 × 5 = 2150\n60% of 2150 = 0.60 × 2150 = 1290\nRemaining = 2150 – 1290 = 860\n#### 860", "source": "tp_wordproblem", "tid": "29fbe391f0", "level": "general"}
+{"prompt": "Question: A biography says Bennett saved $40 per month for 12 months. He then used 15% of his savings to buy supplies. How much money was left?\nAnswer:", "response": " Monthly saving × months = 40 × 12 = 480\n15% of 480 = 0.15 × 480 = 72\nRemaining = 480 – 72 = 408\n#### 408", "source": "tp_wordproblem", "tid": "29fbe391f0", "level": "general"}
+{"prompt": "Question: In a biography, Ellis's book mentions he saved $435 each month for 9 months, then spent 40% of his savings on a camera. How much money remained after the purchase?\nAnswer:", "response": " Monthly saving × months = 435 × 9 = 3915\n40% of 3915 = 0.40 × 3915 = 1566\nRemaining = 3915 – 1566 = 2349\n#### 2349", "source": "tp_wordproblem", "tid": "29fbe391f0", "level": "general"}
+{"prompt": "Question: In a biography, Bennett's book mentions he saved $285 each month for 12 months, then spent 15% of his savings on tools. How much money remained after the purchase?\nAnswer:", "response": " Monthly saving × months = 285 × 12 = 3420\n15% of 3420 = 0.15 × 3420 = 513\nRemaining = 3420 – 513 = 2907\n#### 2907", "source": "tp_wordproblem", "tid": "29fbe391f0", "level": "general"}
+{"prompt": "Question: In a biography, Bennett's book mentions he saved $70 each month for 9 months, then spent 90% of his savings on tools. How much money remained after the purchase?\nAnswer:", "response": " Monthly saving × months = 70 × 9 = 630\n90% of 630 = 0.90 × 630 = 567\nRemaining = 630 – 567 = 63\n#### 63", "source": "tp_wordproblem", "tid": "29fbe391f0", "level": "general"}
+{"prompt": "Question: A biography says Cedric saved $90 per month for 3 months. He then used 60% of his savings to buy supplies. How much money was left?\nAnswer:", "response": " Monthly saving × months = 90 × 3 = 270\n60% of 270 = 0.60 × 270 = 162\nRemaining = 270 – 162 = 108\n#### 108", "source": "tp_wordproblem", "tid": "29fbe391f0", "level": "general"}
+{"prompt": "Question: In a biography, Dorian's book mentions he saved $450 each month for 12 months, then spent 35% of his savings on supplies. How much money remained after the purchase?\nAnswer:", "response": " Monthly saving × months = 450 × 12 = 5400\n35% of 5400 = 0.35 × 5400 = 1890\nRemaining = 5400 – 1890 = 3510\n#### 3510", "source": "tp_wordproblem", "tid": "29fbe391f0", "level": "general"}

raw_tmpl/tp_tp4_1791579464_00002.jsonl

@@ -0,0 +1,160 @@
+{"prompt": "Question: In a contest, Zoe answers 15 questions correctly. Zoe gets 3 points for each correct answer and loses 5 points for each of the 7 questions Zoe answered incorrectly. What is Zoe's total score?\nAnswer:", "response": " Points from correct = 15 × 3 = 45\nPoints lost = 7 × 5 = 35\nTotal = 45 − 35 = 10\n#### 10", "source": "tp_wordproblem", "tid": "8c0b911601", "level": "general"}
+{"prompt": "Question: In a game, Mia answers 10 questions incorrectly and 5 questions correctly. Mia loses 3 points for each incorrect answer and gets 8 points for each correct answer. What is Mia's total score?\nAnswer:", "response": " Points from correct = 5 × 8 = 40\nPoints lost = 10 × 3 = 30\nTotal = 40 − 30 = 10\n#### 10", "source": "tp_wordproblem", "tid": "8c0b911601", "level": "general"}
+{"prompt": "Question: In a game, Zoe answers 7 questions correctly. Zoe gets 6 points for each correct answer and loses 5 points for each of the 4 questions Zoe answered incorrectly. What is Zoe's total score?\nAnswer:", "response": " Points from correct = 7 × 6 = 42\nPoints lost = 4 × 5 = 20\nTotal = 42 − 20 = 22\n#### 22", "source": "tp_wordproblem", "tid": "8c0b911601", "level": "general"}
+{"prompt": "Question: In a challenge, Remy answers 9 questions incorrectly and 10 questions correctly. Remy loses 5 points for each incorrect answer and gets 9 points for each correct answer. What is Remy's total score?\nAnswer:", "response": " Points from correct = 10 × 9 = 90\nPoints lost = 9 × 5 = 45\nTotal = 90 − 45 = 45\n#### 45", "source": "tp_wordproblem", "tid": "8c0b911601", "level": "general"}
+{"prompt": "Question: In a contest, Zoe answers 20 questions correctly. Zoe gets 10 points for each correct answer and loses 3 points for each of the 12 questions Zoe answered incorrectly. What is Zoe's total score?\nAnswer:", "response": " Points from correct = 20 × 10 = 200\nPoints lost = 12 × 3 = 36\nTotal = 200 − 36 = 164\n#### 164", "source": "tp_wordproblem", "tid": "8c0b911601", "level": "general"}
+{"prompt": "Question: Remy gets 6 points for each correct answer and loses 4 points for each incorrect answer in a competition. Remy answers 20 questions correctly and 8 questions incorrectly. What is Remy's total score?\nAnswer:", "response": " Points from correct = 20 × 6 = 120\nPoints lost = 8 × 4 = 32\nTotal = 120 − 32 = 88\n#### 88", "source": "tp_wordproblem", "tid": "8c0b911601", "level": "general"}
+{"prompt": "Question: Kai gets 6 points for each correct answer and loses 3 points for each incorrect answer in a contest. Kai answers 9 questions correctly and 10 questions incorrectly. What is Kai's total score?\nAnswer:", "response": " Points from correct = 9 × 6 = 54\nPoints lost = 10 × 3 = 30\nTotal = 54 − 30 = 24\n#### 24", "source": "tp_wordproblem", "tid": "8c0b911601", "level": "general"}
+{"prompt": "Question: Mia gets 5 points for each correct answer and loses 2 points for each incorrect answer in a game. Mia answers 12 questions correctly and 4 questions incorrectly. What is Mia's total score?\nAnswer:", "response": " Points from correct = 12 × 5 = 60\nPoints lost = 4 × 2 = 8\nTotal = 60 − 8 = 52\n#### 52", "source": "tp_wordproblem", "tid": "8c0b911601", "level": "general"}
+{"prompt": "Question: In a contest, Ava answers 10 questions correctly. Ava gets 7 points for each correct answer and loses 2 points for each of the 8 questions Ava answered incorrectly. What is Ava's total score?\nAnswer:", "response": " Points from correct = 10 × 7 = 70\nPoints lost = 8 × 2 = 16\nTotal = 70 − 16 = 54\n#### 54", "source": "tp_wordproblem", "tid": "8c0b911601", "level": "general"}
+{"prompt": "Question: In a contest, Ava answers 18 questions correctly. Ava gets 10 points for each correct answer and loses 5 points for each of the 3 questions Ava answered incorrectly. What is Ava's total score?\nAnswer:", "response": " Points from correct = 18 × 10 = 180\nPoints lost = 3 × 5 = 15\nTotal = 180 − 15 = 165\n#### 165", "source": "tp_wordproblem", "tid": "8c0b911601", "level": "general"}
+{"prompt": "Question: In a contest, Sam answers 16 questions correctly. Sam gets 8 points for each correct answer and loses 3 points for each of the 8 questions Sam answered incorrectly. What is Sam's total score?\nAnswer:", "response": " Points from correct = 16 × 8 = 128\nPoints lost = 8 × 3 = 24\nTotal = 128 − 24 = 104\n#### 104", "source": "tp_wordproblem", "tid": "8c0b911601", "level": "general"}
+{"prompt": "Question: In a competition, Zoe answers 6 questions incorrectly and 19 questions correctly. Zoe loses 2 points for each incorrect answer and gets 4 points for each correct answer. What is Zoe's total score?\nAnswer:", "response": " Points from correct = 19 × 4 = 76\nPoints lost = 6 × 2 = 12\nTotal = 76 − 12 = 64\n#### 64", "source": "tp_wordproblem", "tid": "8c0b911601", "level": "general"}
+{"prompt": "Question: In a game, Kai answers 8 questions incorrectly and 7 questions correctly. Kai loses 2 points for each incorrect answer and gets 5 points for each correct answer. What is Kai's total score?\nAnswer:", "response": " Points from correct = 7 × 5 = 35\nPoints lost = 8 × 2 = 16\nTotal = 35 − 16 = 19\n#### 19", "source": "tp_wordproblem", "tid": "8c0b911601", "level": "general"}
+{"prompt": "Question: In a competition, Leo answers 3 questions incorrectly and 13 questions correctly. Leo loses 4 points for each incorrect answer and gets 5 points for each correct answer. What is Leo's total score?\nAnswer:", "response": " Points from correct = 13 × 5 = 65\nPoints lost = 3 × 4 = 12\nTotal = 65 − 12 = 53\n#### 53", "source": "tp_wordproblem", "tid": "8c0b911601", "level": "general"}
+{"prompt": "Question: Mia gets 8 points for each correct answer and loses 5 points for each incorrect answer in a game. Mia answers 11 questions correctly and 2 questions incorrectly. What is Mia's total score?\nAnswer:", "response": " Points from correct = 11 × 8 = 88\nPoints lost = 2 × 5 = 10\nTotal = 88 − 10 = 78\n#### 78", "source": "tp_wordproblem", "tid": "8c0b911601", "level": "general"}
+{"prompt": "Question: In a challenge, Leo answers 10 questions incorrectly and 18 questions correctly. Leo loses 4 points for each incorrect answer and gets 8 points for each correct answer. What is Leo's total score?\nAnswer:", "response": " Points from correct = 18 × 8 = 144\nPoints lost = 10 × 4 = 40\nTotal = 144 − 40 = 104\n#### 104", "source": "tp_wordproblem", "tid": "8c0b911601", "level": "general"}
+{"prompt": "Question: Kai gets 10 points for each correct answer and loses 3 points for each incorrect answer in a competition. Kai answers 20 questions correctly and 7 questions incorrectly. What is Kai's total score?\nAnswer:", "response": " Points from correct = 20 × 10 = 200\nPoints lost = 7 × 3 = 21\nTotal = 200 − 21 = 179\n#### 179", "source": "tp_wordproblem", "tid": "8c0b911601", "level": "general"}
+{"prompt": "Question: In a competition, Remy answers 9 questions correctly. Remy gets 7 points for each correct answer and loses 4 points for each of the 3 questions Remy answered incorrectly. What is Remy's total score?\nAnswer:", "response": " Points from correct = 9 × 7 = 63\nPoints lost = 3 × 4 = 12\nTotal = 63 − 12 = 51\n#### 51", "source": "tp_wordproblem", "tid": "8c0b911601", "level": "general"}
+{"prompt": "Question: Sam gets 5 points for each correct answer and loses 2 points for each incorrect answer in a game. Sam answers 19 questions correctly and 8 questions incorrectly. What is Sam's total score?\nAnswer:", "response": " Points from correct = 19 × 5 = 95\nPoints lost = 8 × 2 = 16\nTotal = 95 − 16 = 79\n#### 79", "source": "tp_wordproblem", "tid": "8c0b911601", "level": "general"}
+{"prompt": "Question: Mia gets 5 points for each correct answer and loses 5 points for each incorrect answer in a challenge. Mia answers 9 questions correctly and 3 questions incorrectly. What is Mia's total score?\nAnswer:", "response": " Points from correct = 9 × 5 = 45\nPoints lost = 3 × 5 = 15\nTotal = 45 − 15 = 30\n#### 30", "source": "tp_wordproblem", "tid": "8c0b911601", "level": "general"}
+{"prompt": "Question: In a contest, Leo answers 17 questions correctly. Leo gets 4 points for each correct answer and loses 4 points for each of the 8 questions Leo answered incorrectly. What is Leo's total score?\nAnswer:", "response": " Points from correct = 17 × 4 = 68\nPoints lost = 8 × 4 = 32\nTotal = 68 − 32 = 36\n#### 36", "source": "tp_wordproblem", "tid": "8c0b911601", "level": "general"}
+{"prompt": "Question: Ava gets 8 points for each correct answer and loses 5 points for each incorrect answer in a game. Ava answers 11 questions correctly and 10 questions incorrectly. What is Ava's total score?\nAnswer:", "response": " Points from correct = 11 × 8 = 88\nPoints lost = 10 × 5 = 50\nTotal = 88 − 50 = 38\n#### 38", "source": "tp_wordproblem", "tid": "8c0b911601", "level": "general"}
+{"prompt": "Question: Ava gets 8 points for each correct answer and loses 2 points for each incorrect answer in a competition. Ava answers 14 questions correctly and 3 questions incorrectly. What is Ava's total score?\nAnswer:", "response": " Points from correct = 14 × 8 = 112\nPoints lost = 3 × 2 = 6\nTotal = 112 − 6 = 106\n#### 106", "source": "tp_wordproblem", "tid": "8c0b911601", "level": "general"}
+{"prompt": "Question: In a competition, Remy answers 18 questions correctly. Remy gets 8 points for each correct answer and loses 4 points for each of the 4 questions Remy answered incorrectly. What is Remy's total score?\nAnswer:", "response": " Points from correct = 18 × 8 = 144\nPoints lost = 4 × 4 = 16\nTotal = 144 − 16 = 128\n#### 128", "source": "tp_wordproblem", "tid": "8c0b911601", "level": "general"}
+{"prompt": "Question: In a competition, Mia answers 7 questions incorrectly and 15 questions correctly. Mia loses 2 points for each incorrect answer and gets 10 points for each correct answer. What is Mia's total score?\nAnswer:", "response": " Points from correct = 15 × 10 = 150\nPoints lost = 7 × 2 = 14\nTotal = 150 − 14 = 136\n#### 136", "source": "tp_wordproblem", "tid": "8c0b911601", "level": "general"}
+{"prompt": "Question: Sam gets 7 points for each correct answer and loses 3 points for each incorrect answer in a contest. Sam answers 4 questions correctly and 5 questions incorrectly. What is Sam's total score?\nAnswer:", "response": " Points from correct = 4 × 7 = 28\nPoints lost = 5 × 3 = 15\nTotal = 28 − 15 = 13\n#### 13", "source": "tp_wordproblem", "tid": "8c0b911601", "level": "general"}
+{"prompt": "Question: Mia gets 6 points for each correct answer and loses 3 points for each incorrect answer in a competition. Mia answers 11 questions correctly and 8 questions incorrectly. What is Mia's total score?\nAnswer:", "response": " Points from correct = 11 × 6 = 66\nPoints lost = 8 × 3 = 24\nTotal = 66 − 24 = 42\n#### 42", "source": "tp_wordproblem", "tid": "8c0b911601", "level": "general"}
+{"prompt": "Question: In a contest, Mia answers 5 questions correctly. Mia gets 9 points for each correct answer and loses 3 points for each of the 10 questions Mia answered incorrectly. What is Mia's total score?\nAnswer:", "response": " Points from correct = 5 × 9 = 45\nPoints lost = 10 × 3 = 30\nTotal = 45 − 30 = 15\n#### 15", "source": "tp_wordproblem", "tid": "8c0b911601", "level": "general"}
+{"prompt": "Question: Remy gets 9 points for each correct answer and loses 4 points for each incorrect answer in a competition. Remy answers 11 questions correctly and 5 questions incorrectly. What is Remy's total score?\nAnswer:", "response": " Points from correct = 11 × 9 = 99\nPoints lost = 5 × 4 = 20\nTotal = 99 − 20 = 79\n#### 79", "source": "tp_wordproblem", "tid": "8c0b911601", "level": "general"}
+{"prompt": "Question: In a game, Nora answers 10 questions incorrectly and 20 questions correctly. Nora loses 5 points for each incorrect answer and gets 10 points for each correct answer. What is Nora's total score?\nAnswer:", "response": " Points from correct = 20 × 10 = 200\nPoints lost = 10 × 5 = 50\nTotal = 200 − 50 = 150\n#### 150", "source": "tp_wordproblem", "tid": "8c0b911601", "level": "general"}
+{"prompt": "Question: In a contest, Zoe answers 17 questions correctly. Zoe gets 4 points for each correct answer and loses 3 points for each of the 12 questions Zoe answered incorrectly. What is Zoe's total score?\nAnswer:", "response": " Points from correct = 17 × 4 = 68\nPoints lost = 12 × 3 = 36\nTotal = 68 − 36 = 32\n#### 32", "source": "tp_wordproblem", "tid": "8c0b911601", "level": "general"}
+{"prompt": "Question: In a competition, Nora answers 9 questions incorrectly and 15 questions correctly. Nora loses 2 points for each incorrect answer and gets 7 points for each correct answer. What is Nora's total score?\nAnswer:", "response": " Points from correct = 15 × 7 = 105\nPoints lost = 9 × 2 = 18\nTotal = 105 − 18 = 87\n#### 87", "source": "tp_wordproblem", "tid": "8c0b911601", "level": "general"}
+{"prompt": "Question: In a competition, Nora answers 4 questions incorrectly and 16 questions correctly. Nora loses 4 points for each incorrect answer and gets 10 points for each correct answer. What is Nora's total score?\nAnswer:", "response": " Points from correct = 16 × 10 = 160\nPoints lost = 4 × 4 = 16\nTotal = 160 − 16 = 144\n#### 144", "source": "tp_wordproblem", "tid": "8c0b911601", "level": "general"}
+{"prompt": "Question: In a challenge, Sam answers 17 questions correctly. Sam gets 3 points for each correct answer and loses 3 points for each of the 3 questions Sam answered incorrectly. What is Sam's total score?\nAnswer:", "response": " Points from correct = 17 × 3 = 51\nPoints lost = 3 × 3 = 9\nTotal = 51 − 9 = 42\n#### 42", "source": "tp_wordproblem", "tid": "8c0b911601", "level": "general"}
+{"prompt": "Question: In a contest, Mia answers 5 questions correctly. Mia gets 8 points for each correct answer and loses 2 points for each of the 3 questions Mia answered incorrectly. What is Mia's total score?\nAnswer:", "response": " Points from correct = 5 × 8 = 40\nPoints lost = 3 × 2 = 6\nTotal = 40 − 6 = 34\n#### 34", "source": "tp_wordproblem", "tid": "8c0b911601", "level": "general"}
+{"prompt": "Question: In a game, Remy answers 4 questions incorrectly and 11 questions correctly. Remy loses 2 points for each incorrect answer and gets 3 points for each correct answer. What is Remy's total score?\nAnswer:", "response": " Points from correct = 11 × 3 = 33\nPoints lost = 4 × 2 = 8\nTotal = 33 − 8 = 25\n#### 25", "source": "tp_wordproblem", "tid": "8c0b911601", "level": "general"}
+{"prompt": "Question: In a competition, Nora answers 11 questions correctly. Nora gets 4 points for each correct answer and loses 2 points for each of the 4 questions Nora answered incorrectly. What is Nora's total score?\nAnswer:", "response": " Points from correct = 11 × 4 = 44\nPoints lost = 4 × 2 = 8\nTotal = 44 − 8 = 36\n#### 36", "source": "tp_wordproblem", "tid": "8c0b911601", "level": "general"}
+{"prompt": "Question: In a competition, Leo answers 18 questions correctly. Leo gets 3 points for each correct answer and loses 2 points for each of the 12 questions Leo answered incorrectly. What is Leo's total score?\nAnswer:", "response": " Points from correct = 18 × 3 = 54\nPoints lost = 12 × 2 = 24\nTotal = 54 − 24 = 30\n#### 30", "source": "tp_wordproblem", "tid": "8c0b911601", "level": "general"}
+{"prompt": "Question: In a contest, Leo answers 4 questions incorrectly and 11 questions correctly. Leo loses 4 points for each incorrect answer and gets 3 points for each correct answer. What is Leo's total score?\nAnswer:", "response": " Points from correct = 11 × 3 = 33\nPoints lost = 4 × 4 = 16\nTotal = 33 − 16 = 17\n#### 17", "source": "tp_wordproblem", "tid": "8c0b911601", "level": "general"}
+{"prompt": "Question: In a game, Ava answers 6 questions correctly. Ava gets 5 points for each correct answer and loses 5 points for each of the 2 questions Ava answered incorrectly. What is Ava's total score?\nAnswer:", "response": " Points from correct = 6 × 5 = 30\nPoints lost = 2 × 5 = 10\nTotal = 30 − 10 = 20\n#### 20", "source": "tp_wordproblem", "tid": "8c0b911601", "level": "general"}
+{"prompt": "Question: The Lakeside Shopping Plaza has 6 stores on the ground floor. Each store sells a postcard for $25 and a pen for $28. If a visitor buys one postcard and one pen from each store, how much will they spend in total?\nAnswer:", "response": " Cost per store = $25 + $28 = $53\nTotal cost = 6 × $53 = $318\n#### 318", "source": "tp_wordproblem", "tid": "0b218d7eca", "level": "general"}
+{"prompt": "Question: The Pinegrove Shopping Plaza has 3 stores on the ground floor. Each store sells a postcard for $28 and a pin for $10. If a visitor buys one postcard and one pin from each store, how much will they spend in total?\nAnswer:", "response": " Cost per store = $28 + $10 = $38\nTotal cost = 3 × $38 = $114\n#### 114", "source": "tp_wordproblem", "tid": "0b218d7eca", "level": "general"}
+{"prompt": "Question: The Riverbend Shopping Plaza has 7 stores on the ground floor. Every store sells a sticker for $23 and a cap for $17. If a customer buys one sticker and one cap from every store, what is the total cost?\nAnswer:", "response": " Cost per store = $23 + $17 = $40\nTotal cost = 7 × $40 = $280\n#### 280", "source": "tp_wordproblem", "tid": "0b218d7eca", "level": "general"}
+{"prompt": "Question: The Old Town Shopping Plaza has 6 stores on the ground floor. Every store sells a sticker for $21 and a coaster for $15. If a customer buys one sticker and one coaster from every store, what is the total cost?\nAnswer:", "response": " Cost per store = $21 + $15 = $36\nTotal cost = 6 × $36 = $216\n#### 216", "source": "tp_wordproblem", "tid": "0b218d7eca", "level": "general"}
+{"prompt": "Question: The Sunrise Shopping Plaza has 6 stores on the ground floor. Each store sells a scarf for $7 and a pin for $27. If a visitor buys one scarf and one pin from each store, how much will they spend in total?\nAnswer:", "response": " Cost per store = $7 + $27 = $34\nTotal cost = 6 × $34 = $204\n#### 204", "source": "tp_wordproblem", "tid": "0b218d7eca", "level": "general"}
+{"prompt": "Question: The Hilltop Shopping Plaza has 6 stores on the ground floor. Every store sells a pin for $29 and a pen for $16. If a customer buys one pin and one pen from every store, what is the total cost?\nAnswer:", "response": " Cost per store = $29 + $16 = $45\nTotal cost = 6 × $45 = $270\n#### 270", "source": "tp_wordproblem", "tid": "0b218d7eca", "level": "general"}
+{"prompt": "Question: The Sunrise Shopping Plaza has 5 stores on the ground floor. Every store sells a coaster for $5 and a keychain for $11. If a customer buys one coaster and one keychain from every store, what is the total cost?\nAnswer:", "response": " Cost per store = $5 + $11 = $16\nTotal cost = 5 × $16 = $80\n#### 80", "source": "tp_wordproblem", "tid": "0b218d7eca", "level": "general"}
+{"prompt": "Question: The Hilltop Shopping Plaza has 3 stores on the ground floor. Each store sells a scarf for $29 and a cap for $30. If a visitor buys one scarf and one cap from each store, how much will they spend in total?\nAnswer:", "response": " Cost per store = $29 + $30 = $59\nTotal cost = 3 × $59 = $177\n#### 177", "source": "tp_wordproblem", "tid": "0b218d7eca", "level": "general"}
+{"prompt": "Question: The Maplewood Shopping Plaza has 7 stores on the ground floor. Each store sells a postcard for $18 and a scarf for $14. If a visitor buys one postcard and one scarf from each store, how much will they spend in total?\nAnswer:", "response": " Cost per store = $18 + $14 = $32\nTotal cost = 7 × $32 = $224\n#### 224", "source": "tp_wordproblem", "tid": "0b218d7eca", "level": "general"}
+{"prompt": "Question: The Old Town Shopping Plaza has 4 stores on the ground floor. Each store sells a postcard for $4 and a pin for $19. If a visitor buys one postcard and one pin from each store, how much will they spend in total?\nAnswer:", "response": " Cost per store = $4 + $19 = $23\nTotal cost = 4 × $23 = $92\n#### 92", "source": "tp_wordproblem", "tid": "0b218d7eca", "level": "general"}
+{"prompt": "Question: The Cedar Point Shopping Plaza has 8 stores on the ground floor. Every store sells a sticker for $23 and a pin for $30. If a customer buys one sticker and one pin from every store, what is the total cost?\nAnswer:", "response": " Cost per store = $23 + $30 = $53\nTotal cost = 8 × $53 = $424\n#### 424", "source": "tp_wordproblem", "tid": "0b218d7eca", "level": "general"}
+{"prompt": "Question: The Old Town Shopping Plaza has 5 stores on the ground floor. Every store sells a pen for $12 and a cap for $4. If a customer buys one pen and one cap from every store, what is the total cost?\nAnswer:", "response": " Cost per store = $12 + $4 = $16\nTotal cost = 5 × $16 = $80\n#### 80", "source": "tp_wordproblem", "tid": "0b218d7eca", "level": "general"}
+{"prompt": "Question: The Maplewood Shopping Plaza has 5 stores on the ground floor. Every store sells a pen for $9 and a sticker for $8. If a customer buys one pen and one sticker from every store, what is the total cost?\nAnswer:", "response": " Cost per store = $9 + $8 = $17\nTotal cost = 5 × $17 = $85\n#### 85", "source": "tp_wordproblem", "tid": "0b218d7eca", "level": "general"}
+{"prompt": "Question: The Pinegrove Shopping Plaza has 6 stores on the ground floor. Each store sells a cap for $28 and a keychain for $12. If a visitor buys one cap and one keychain from each store, how much will they spend in total?\nAnswer:", "response": " Cost per store = $28 + $12 = $40\nTotal cost = 6 × $40 = $240\n#### 240", "source": "tp_wordproblem", "tid": "0b218d7eca", "level": "general"}
+{"prompt": "Question: The Pinegrove Shopping Plaza has 7 stores on the ground floor. Every store sells a bookmark for $4 and a keychain for $11. If a customer buys one bookmark and one keychain from every store, what is the total cost?\nAnswer:", "response": " Cost per store = $4 + $11 = $15\nTotal cost = 7 × $15 = $105\n#### 105", "source": "tp_wordproblem", "tid": "0b218d7eca", "level": "general"}
+{"prompt": "Question: The Pinegrove Shopping Plaza has 3 stores on the ground floor. Every store sells a coaster for $28 and a pin for $13. If a customer buys one coaster and one pin from every store, what is the total cost?\nAnswer:", "response": " Cost per store = $28 + $13 = $41\nTotal cost = 3 × $41 = $123\n#### 123", "source": "tp_wordproblem", "tid": "0b218d7eca", "level": "general"}
+{"prompt": "Question: The Riverbend Shopping Plaza has 5 stores on the ground floor. Each store sells a pin for $27 and a tote bag for $16. If a visitor buys one pin and one tote bag from each store, how much will they spend in total?\nAnswer:", "response": " Cost per store = $27 + $16 = $43\nTotal cost = 5 × $43 = $215\n#### 215", "source": "tp_wordproblem", "tid": "0b218d7eca", "level": "general"}
+{"prompt": "Question: The Lakeside Shopping Plaza has 6 stores on the ground floor. Every store sells a sticker for $24 and a postcard for $17. If a customer buys one sticker and one postcard from every store, what is the total cost?\nAnswer:", "response": " Cost per store = $24 + $17 = $41\nTotal cost = 6 × $41 = $246\n#### 246", "source": "tp_wordproblem", "tid": "0b218d7eca", "level": "general"}
+{"prompt": "Question: The Sunrise Shopping Plaza has 6 stores on the ground floor. Every store sells a pen for $24 and a postcard for $28. If a customer buys one pen and one postcard from every store, what is the total cost?\nAnswer:", "response": " Cost per store = $24 + $28 = $52\nTotal cost = 6 × $52 = $312\n#### 312", "source": "tp_wordproblem", "tid": "0b218d7eca", "level": "general"}
+{"prompt": "Question: The Old Town Shopping Plaza has 3 stores on the ground floor. Each store sells a postcard for $14 and a sticker for $10. If a visitor buys one postcard and one sticker from each store, how much will they spend in total?\nAnswer:", "response": " Cost per store = $14 + $10 = $24\nTotal cost = 3 × $24 = $72\n#### 72", "source": "tp_wordproblem", "tid": "0b218d7eca", "level": "general"}
+{"prompt": "Question: The Hilltop Shopping Plaza has 3 stores on the ground floor. Each store sells a pen for $4 and a cap for $18. If a visitor buys one pen and one cap from each store, how much will they spend in total?\nAnswer:", "response": " Cost per store = $4 + $18 = $22\nTotal cost = 3 × $22 = $66\n#### 66", "source": "tp_wordproblem", "tid": "0b218d7eca", "level": "general"}
+{"prompt": "Question: The Hilltop Shopping Plaza has 7 stores on the ground floor. Every store sells a scarf for $20 and a sticker for $9. If a customer buys one scarf and one sticker from every store, what is the total cost?\nAnswer:", "response": " Cost per store = $20 + $9 = $29\nTotal cost = 7 × $29 = $203\n#### 203", "source": "tp_wordproblem", "tid": "0b218d7eca", "level": "general"}
+{"prompt": "Question: The Pinegrove Shopping Plaza has 4 stores on the ground floor. Each store sells a tote bag for $17 and a postcard for $23. If a visitor buys one tote bag and one postcard from each store, how much will they spend in total?\nAnswer:", "response": " Cost per store = $17 + $23 = $40\nTotal cost = 4 × $40 = $160\n#### 160", "source": "tp_wordproblem", "tid": "0b218d7eca", "level": "general"}
+{"prompt": "Question: The Pinegrove Shopping Plaza has 6 stores on the ground floor. Every store sells a coaster for $26 and a cap for $18. If a customer buys one coaster and one cap from every store, what is the total cost?\nAnswer:", "response": " Cost per store = $26 + $18 = $44\nTotal cost = 6 × $44 = $264\n#### 264", "source": "tp_wordproblem", "tid": "0b218d7eca", "level": "general"}
+{"prompt": "Question: The Cedar Point Shopping Plaza has 3 stores on the ground floor. Every store sells a tote bag for $19 and a pin for $16. If a customer buys one tote bag and one pin from every store, what is the total cost?\nAnswer:", "response": " Cost per store = $19 + $16 = $35\nTotal cost = 3 × $35 = $105\n#### 105", "source": "tp_wordproblem", "tid": "0b218d7eca", "level": "general"}
+{"prompt": "Question: The Sunrise Shopping Plaza has 4 stores on the ground floor. Every store sells a tote bag for $5 and a sticker for $10. If a customer buys one tote bag and one sticker from every store, what is the total cost?\nAnswer:", "response": " Cost per store = $5 + $10 = $15\nTotal cost = 4 × $15 = $60\n#### 60", "source": "tp_wordproblem", "tid": "0b218d7eca", "level": "general"}
+{"prompt": "Question: The Sunrise Shopping Plaza has 3 stores on the ground floor. Every store sells a pen for $19 and a bookmark for $12. If a customer buys one pen and one bookmark from every store, what is the total cost?\nAnswer:", "response": " Cost per store = $19 + $12 = $31\nTotal cost = 3 × $31 = $93\n#### 93", "source": "tp_wordproblem", "tid": "0b218d7eca", "level": "general"}
+{"prompt": "Question: The Sunrise Shopping Plaza has 3 stores on the ground floor. Each store sells a pin for $7 and a coaster for $6. If a visitor buys one pin and one coaster from each store, how much will they spend in total?\nAnswer:", "response": " Cost per store = $7 + $6 = $13\nTotal cost = 3 × $13 = $39\n#### 39", "source": "tp_wordproblem", "tid": "0b218d7eca", "level": "general"}
+{"prompt": "Question: The Old Town Shopping Plaza has 6 stores on the ground floor. Every store sells a bookmark for $23 and a sticker for $16. If a customer buys one bookmark and one sticker from every store, what is the total cost?\nAnswer:", "response": " Cost per store = $23 + $16 = $39\nTotal cost = 6 × $39 = $234\n#### 234", "source": "tp_wordproblem", "tid": "0b218d7eca", "level": "general"}
+{"prompt": "Question: The Riverbend Shopping Plaza has 7 stores on the ground floor. Every store sells a scarf for $13 and a pin for $26. If a customer buys one scarf and one pin from every store, what is the total cost?\nAnswer:", "response": " Cost per store = $13 + $26 = $39\nTotal cost = 7 × $39 = $273\n#### 273", "source": "tp_wordproblem", "tid": "0b218d7eca", "level": "general"}
+{"prompt": "Question: The Sunrise Shopping Plaza has 3 stores on the ground floor. Every store sells a scarf for $17 and a cap for $28. If a customer buys one scarf and one cap from every store, what is the total cost?\nAnswer:", "response": " Cost per store = $17 + $28 = $45\nTotal cost = 3 × $45 = $135\n#### 135", "source": "tp_wordproblem", "tid": "0b218d7eca", "level": "general"}
+{"prompt": "Question: The Lakeside Shopping Plaza has 8 stores on the ground floor. Every store sells a keychain for $22 and a scarf for $21. If a customer buys one keychain and one scarf from every store, what is the total cost?\nAnswer:", "response": " Cost per store = $22 + $21 = $43\nTotal cost = 8 × $43 = $344\n#### 344", "source": "tp_wordproblem", "tid": "0b218d7eca", "level": "general"}
+{"prompt": "Question: The Lakeside Shopping Plaza has 6 stores on the ground floor. Each store sells a pen for $24 and a cap for $21. If a visitor buys one pen and one cap from each store, how much will they spend in total?\nAnswer:", "response": " Cost per store = $24 + $21 = $45\nTotal cost = 6 × $45 = $270\n#### 270", "source": "tp_wordproblem", "tid": "0b218d7eca", "level": "general"}
+{"prompt": "Question: The Cedar Point Shopping Plaza has 8 stores on the ground floor. Each store sells a bookmark for $10 and a coaster for $27. If a visitor buys one bookmark and one coaster from each store, how much will they spend in total?\nAnswer:", "response": " Cost per store = $10 + $27 = $37\nTotal cost = 8 × $37 = $296\n#### 296", "source": "tp_wordproblem", "tid": "0b218d7eca", "level": "general"}
+{"prompt": "Question: The Pinegrove Shopping Plaza has 3 stores on the ground floor. Each store sells a postcard for $24 and a scarf for $6. If a visitor buys one postcard and one scarf from each store, how much will they spend in total?\nAnswer:", "response": " Cost per store = $24 + $6 = $30\nTotal cost = 3 × $30 = $90\n#### 90", "source": "tp_wordproblem", "tid": "0b218d7eca", "level": "general"}
+{"prompt": "Question: The Riverbend Shopping Plaza has 8 stores on the ground floor. Each store sells a cap for $29 and a bookmark for $18. If a visitor buys one cap and one bookmark from each store, how much will they spend in total?\nAnswer:", "response": " Cost per store = $29 + $18 = $47\nTotal cost = 8 × $47 = $376\n#### 376", "source": "tp_wordproblem", "tid": "0b218d7eca", "level": "general"}
+{"prompt": "Question: The Maplewood Shopping Plaza has 6 stores on the ground floor. Each store sells a postcard for $26 and a scarf for $27. If a visitor buys one postcard and one scarf from each store, how much will they spend in total?\nAnswer:", "response": " Cost per store = $26 + $27 = $53\nTotal cost = 6 × $53 = $318\n#### 318", "source": "tp_wordproblem", "tid": "0b218d7eca", "level": "general"}
+{"prompt": "Question: The Maplewood Shopping Plaza has 3 stores on the ground floor. Each store sells a coaster for $18 and a postcard for $25. If a visitor buys one coaster and one postcard from each store, how much will they spend in total?\nAnswer:", "response": " Cost per store = $18 + $25 = $43\nTotal cost = 3 × $43 = $129\n#### 129", "source": "tp_wordproblem", "tid": "0b218d7eca", "level": "general"}
+{"prompt": "Question: The Lakeside Shopping Plaza has 3 stores on the ground floor. Every store sells a cap for $6 and a postcard for $12. If a customer buys one cap and one postcard from every store, what is the total cost?\nAnswer:", "response": " Cost per store = $6 + $12 = $18\nTotal cost = 3 × $18 = $54\n#### 54", "source": "tp_wordproblem", "tid": "0b218d7eca", "level": "general"}
+{"prompt": "Question: The Maplewood Shopping Plaza has 8 stores on the ground floor. Each store sells a sticker for $25 and a postcard for $9. If a visitor buys one sticker and one postcard from each store, how much will they spend in total?\nAnswer:", "response": " Cost per store = $25 + $9 = $34\nTotal cost = 8 × $34 = $272\n#### 272", "source": "tp_wordproblem", "tid": "0b218d7eca", "level": "general"}
+{"prompt": "Question: A spherical cell has a surface tension of 0.020 N/m and a radius of 8.0 μm. If ΔP = 2γ/r applies strictly, calculate the pressure difference in Pa between the inside and outside.\nAnswer:", "response": " r = 8.0 μm = 8.0 × 10⁻⁶ m\nΔP = 2γ / r\nΔP = 2(0.020 N/m) / (8.0 × 10⁻⁶ m)\nΔP = 0.040 N/m / (8.0 × 10⁻⁶ m)\nΔP = 5000 Pa\n#### 5000 Pa", "source": "tp_science_calc", "tid": "03b1888cdc", "level": "general"}
+{"prompt": "Question: A spherical microdroplet with a radius of 0.5 μm has a surface tension of 0.035 N/m. If the Laplace pressure difference ΔP = 2γ/r applies strictly, calculate the pressure difference in Pa between the inside and outside.\nAnswer:", "response": " r = 0.5 μm = 0.5 × 10⁻⁶ m\nΔP = 2γ / r\nΔP = 2(0.035 N/m) / (0.5 × 10⁻⁶ m)\nΔP = 0.070 N/m / (0.5 × 10⁻⁶ m)\nΔP = 140000 Pa\n#### 140000 Pa", "source": "tp_science_calc", "tid": "03b1888cdc", "level": "general"}
+{"prompt": "Question: A spherical microdroplet has radius 2.0 μm and surface tension 0.025 N/m. Assuming ΔP = 2γ/r holds exactly, what is the pressure difference in Pa across the surface?\nAnswer:", "response": " r = 2.0 μm = 2.0 × 10⁻⁶ m\nΔP = 2γ / r\nΔP = 2(0.025 N/m) / (2.0 × 10⁻⁶ m)\nΔP = 0.050 N/m / (2.0 × 10⁻⁶ m)\nΔP = 25000 Pa\n#### 25000 Pa", "source": "tp_science_calc", "tid": "03b1888cdc", "level": "general"}
+{"prompt": "Question: A spherical microcapsule has radius 10.0 μm and surface tension 0.090 N/m. Assuming ΔP = 2γ/r holds exactly, what is the pressure difference in Pa across the surface?\nAnswer:", "response": " r = 10.0 μm = 10.0 × 10⁻⁶ m\nΔP = 2γ / r\nΔP = 2(0.090 N/m) / (10.0 × 10⁻⁶ m)\nΔP = 0.180 N/m / (10.0 × 10⁻⁶ m)\nΔP = 18000 Pa\n#### 18000 Pa", "source": "tp_science_calc", "tid": "03b1888cdc", "level": "general"}
+{"prompt": "Question: For a spherical microcapsule of radius 8.0 μm and surface tension 0.020 N/m, use ΔP = 2γ/r to find the inside-outside pressure difference in Pa.\nAnswer:", "response": " r = 8.0 μm = 8.0 × 10⁻⁶ m\nΔP = 2γ / r\nΔP = 2(0.020 N/m) / (8.0 × 10⁻⁶ m)\nΔP = 0.040 N/m / (8.0 × 10⁻⁶ m)\nΔP = 5000 Pa\n#### 5000 Pa", "source": "tp_science_calc", "tid": "03b1888cdc", "level": "general"}
+{"prompt": "Question: A spherical cell has a surface tension of 0.065 N/m and a radius of 10.0 μm. If ΔP = 2γ/r applies strictly, calculate the pressure difference in Pa between the inside and outside.\nAnswer:", "response": " r = 10.0 μm = 10.0 × 10⁻⁶ m\nΔP = 2γ / r\nΔP = 2(0.065 N/m) / (10.0 × 10⁻⁶ m)\nΔP = 0.130 N/m / (10.0 × 10⁻⁶ m)\nΔP = 13000 Pa\n#### 13000 Pa", "source": "tp_science_calc", "tid": "03b1888cdc", "level": "general"}
+{"prompt": "Question: For a spherical microdroplet of radius 5.0 μm and surface tension 0.010 N/m, use ΔP = 2γ/r to find the inside-outside pressure difference in Pa.\nAnswer:", "response": " r = 5.0 μm = 5.0 × 10⁻⁶ m\nΔP = 2γ / r\nΔP = 2(0.010 N/m) / (5.0 × 10⁻⁶ m)\nΔP = 0.020 N/m / (5.0 × 10⁻⁶ m)\nΔP = 4000 Pa\n#### 4000 Pa", "source": "tp_science_calc", "tid": "03b1888cdc", "level": "general"}
+{"prompt": "Question: For a spherical cell of radius 0.5 μm and surface tension 0.100 N/m, use ΔP = 2γ/r to find the inside-outside pressure difference in Pa.\nAnswer:", "response": " r = 0.5 μm = 0.5 × 10⁻⁶ m\nΔP = 2γ / r\nΔP = 2(0.100 N/m) / (0.5 × 10⁻⁶ m)\nΔP = 0.200 N/m / (0.5 × 10⁻⁶ m)\nΔP = 400000 Pa\n#### 400000 Pa", "source": "tp_science_calc", "tid": "03b1888cdc", "level": "general"}
+{"prompt": "Question: A spherical droplet with a radius of 10.0 μm has a surface tension of 0.055 N/m. If the Laplace pressure difference ΔP = 2γ/r applies strictly, calculate the pressure difference in Pa between the inside and outside.\nAnswer:", "response": " r = 10.0 μm = 10.0 × 10⁻⁶ m\nΔP = 2γ / r\nΔP = 2(0.055 N/m) / (10.0 × 10⁻⁶ m)\nΔP = 0.110 N/m / (10.0 × 10⁻⁶ m)\nΔP = 11000 Pa\n#### 11000 Pa", "source": "tp_science_calc", "tid": "03b1888cdc", "level": "general"}
+{"prompt": "Question: A spherical droplet has a surface tension of 0.005 N/m and a radius of 2.0 μm. If ΔP = 2γ/r applies strictly, calculate the pressure difference in Pa between the inside and outside.\nAnswer:", "response": " r = 2.0 μm = 2.0 × 10⁻⁶ m\nΔP = 2γ / r\nΔP = 2(0.005 N/m) / (2.0 × 10⁻⁶ m)\nΔP = 0.010 N/m / (2.0 × 10⁻⁶ m)\nΔP = 5000 Pa\n#### 5000 Pa", "source": "tp_science_calc", "tid": "03b1888cdc", "level": "general"}
+{"prompt": "Question: A spherical microdroplet with a radius of 2.5 μm has a surface tension of 0.090 N/m. If the Laplace pressure difference ΔP = 2γ/r applies strictly, calculate the pressure difference in Pa between the inside and outside.\nAnswer:", "response": " r = 2.5 μm = 2.5 × 10⁻⁶ m\nΔP = 2γ / r\nΔP = 2(0.090 N/m) / (2.5 × 10⁻⁶ m)\nΔP = 0.180 N/m / (2.5 × 10⁻⁶ m)\nΔP = 72000 Pa\n#### 72000 Pa", "source": "tp_science_calc", "tid": "03b1888cdc", "level": "general"}
+{"prompt": "Question: A spherical microdroplet with a radius of 5.0 μm has a surface tension of 0.045 N/m. If the Laplace pressure difference ΔP = 2γ/r applies strictly, calculate the pressure difference in Pa between the inside and outside.\nAnswer:", "response": " r = 5.0 μm = 5.0 × 10⁻⁶ m\nΔP = 2γ / r\nΔP = 2(0.045 N/m) / (5.0 × 10⁻⁶ m)\nΔP = 0.090 N/m / (5.0 × 10⁻⁶ m)\nΔP = 18000 Pa\n#### 18000 Pa", "source": "tp_science_calc", "tid": "03b1888cdc", "level": "general"}
+{"prompt": "Question: For a spherical microdroplet of radius 5.0 μm and surface tension 0.030 N/m, use ΔP = 2γ/r to find the inside-outside pressure difference in Pa.\nAnswer:", "response": " r = 5.0 μm = 5.0 × 10⁻⁶ m\nΔP = 2γ / r\nΔP = 2(0.030 N/m) / (5.0 × 10⁻⁶ m)\nΔP = 0.060 N/m / (5.0 × 10⁻⁶ m)\nΔP = 12000 Pa\n#### 12000 Pa", "source": "tp_science_calc", "tid": "03b1888cdc", "level": "general"}
+{"prompt": "Question: For a spherical droplet of radius 10.0 μm and surface tension 0.045 N/m, use ΔP = 2γ/r to find the inside-outside pressure difference in Pa.\nAnswer:", "response": " r = 10.0 μm = 10.0 × 10⁻⁶ m\nΔP = 2γ / r\nΔP = 2(0.045 N/m) / (10.0 × 10⁻⁶ m)\nΔP = 0.090 N/m / (10.0 × 10⁻⁶ m)\nΔP = 9000 Pa\n#### 9000 Pa", "source": "tp_science_calc", "tid": "03b1888cdc", "level": "general"}
+{"prompt": "Question: A spherical droplet has radius 0.5 μm and surface tension 0.040 N/m. Assuming ΔP = 2γ/r holds exactly, what is the pressure difference in Pa across the surface?\nAnswer:", "response": " r = 0.5 μm = 0.5 × 10⁻⁶ m\nΔP = 2γ / r\nΔP = 2(0.040 N/m) / (0.5 × 10⁻⁶ m)\nΔP = 0.080 N/m / (0.5 × 10⁻⁶ m)\nΔP = 160000 Pa\n#### 160000 Pa", "source": "tp_science_calc", "tid": "03b1888cdc", "level": "general"}
+{"prompt": "Question: A spherical microdroplet has a surface tension of 0.050 N/m and a radius of 1.0 μm. If ΔP = 2γ/r applies strictly, calculate the pressure difference in Pa between the inside and outside.\nAnswer:", "response": " r = 1.0 μm = 1.0 × 10⁻⁶ m\nΔP = 2γ / r\nΔP = 2(0.050 N/m) / (1.0 × 10⁻⁶ m)\nΔP = 0.100 N/m / (1.0 × 10⁻⁶ m)\nΔP = 100000 Pa\n#### 100000 Pa", "source": "tp_science_calc", "tid": "03b1888cdc", "level": "general"}
+{"prompt": "Question: A spherical microcapsule has radius 5.0 μm and surface tension 0.065 N/m. Assuming ΔP = 2γ/r holds exactly, what is the pressure difference in Pa across the surface?\nAnswer:", "response": " r = 5.0 μm = 5.0 × 10⁻⁶ m\nΔP = 2γ / r\nΔP = 2(0.065 N/m) / (5.0 × 10⁻⁶ m)\nΔP = 0.130 N/m / (5.0 × 10⁻⁶ m)\nΔP = 26000 Pa\n#### 26000 Pa", "source": "tp_science_calc", "tid": "03b1888cdc", "level": "general"}
+{"prompt": "Question: For a spherical droplet of radius 10.0 μm and surface tension 0.070 N/m, use ΔP = 2γ/r to find the inside-outside pressure difference in Pa.\nAnswer:", "response": " r = 10.0 μm = 10.0 × 10⁻⁶ m\nΔP = 2γ / r\nΔP = 2(0.070 N/m) / (10.0 × 10⁻⁶ m)\nΔP = 0.140 N/m / (10.0 × 10⁻⁶ m)\nΔP = 14000 Pa\n#### 14000 Pa", "source": "tp_science_calc", "tid": "03b1888cdc", "level": "general"}
+{"prompt": "Question: A spherical microcapsule with a radius of 8.0 μm has a surface tension of 0.065 N/m. If the Laplace pressure difference ΔP = 2γ/r applies strictly, calculate the pressure difference in Pa between the inside and outside.\nAnswer:", "response": " r = 8.0 μm = 8.0 × 10⁻⁶ m\nΔP = 2γ / r\nΔP = 2(0.065 N/m) / (8.0 × 10⁻⁶ m)\nΔP = 0.130 N/m / (8.0 × 10⁻⁶ m)\nΔP = 16250 Pa\n#### 16250 Pa", "source": "tp_science_calc", "tid": "03b1888cdc", "level": "general"}
+{"prompt": "Question: For a spherical droplet of radius 0.5 μm and surface tension 0.055 N/m, use ΔP = 2γ/r to find the inside-outside pressure difference in Pa.\nAnswer:", "response": " r = 0.5 μm = 0.5 × 10⁻⁶ m\nΔP = 2γ / r\nΔP = 2(0.055 N/m) / (0.5 × 10⁻⁶ m)\nΔP = 0.110 N/m / (0.5 × 10⁻⁶ m)\nΔP = 220000 Pa\n#### 220000 Pa", "source": "tp_science_calc", "tid": "03b1888cdc", "level": "general"}
+{"prompt": "Question: For a spherical cell of radius 10.0 μm and surface tension 0.065 N/m, use ΔP = 2γ/r to find the inside-outside pressure difference in Pa.\nAnswer:", "response": " r = 10.0 μm = 10.0 × 10⁻⁶ m\nΔP = 2γ / r\nΔP = 2(0.065 N/m) / (10.0 × 10⁻⁶ m)\nΔP = 0.130 N/m / (10.0 × 10⁻⁶ m)\nΔP = 13000 Pa\n#### 13000 Pa", "source": "tp_science_calc", "tid": "03b1888cdc", "level": "general"}
+{"prompt": "Question: For a spherical cell of radius 2.0 μm and surface tension 0.095 N/m, use ΔP = 2γ/r to find the inside-outside pressure difference in Pa.\nAnswer:", "response": " r = 2.0 μm = 2.0 × 10⁻⁶ m\nΔP = 2γ / r\nΔP = 2(0.095 N/m) / (2.0 × 10⁻⁶ m)\nΔP = 0.190 N/m / (2.0 × 10⁻⁶ m)\nΔP = 95000 Pa\n#### 95000 Pa", "source": "tp_science_calc", "tid": "03b1888cdc", "level": "general"}
+{"prompt": "Question: A spherical droplet has radius 2.0 μm and surface tension 0.070 N/m. Assuming ΔP = 2γ/r holds exactly, what is the pressure difference in Pa across the surface?\nAnswer:", "response": " r = 2.0 μm = 2.0 × 10⁻⁶ m\nΔP = 2γ / r\nΔP = 2(0.070 N/m) / (2.0 × 10⁻⁶ m)\nΔP = 0.140 N/m / (2.0 × 10⁻⁶ m)\nΔP = 70000 Pa\n#### 70000 Pa", "source": "tp_science_calc", "tid": "03b1888cdc", "level": "general"}
+{"prompt": "Question: A spherical microcapsule has a surface tension of 0.075 N/m and a radius of 10.0 μm. If ΔP = 2γ/r applies strictly, calculate the pressure difference in Pa between the inside and outside.\nAnswer:", "response": " r = 10.0 μm = 10.0 × 10⁻⁶ m\nΔP = 2γ / r\nΔP = 2(0.075 N/m) / (10.0 × 10⁻⁶ m)\nΔP = 0.150 N/m / (10.0 × 10⁻⁶ m)\nΔP = 15000 Pa\n#### 15000 Pa", "source": "tp_science_calc", "tid": "03b1888cdc", "level": "general"}
+{"prompt": "Question: A spherical cell has a surface tension of 0.080 N/m and a radius of 0.5 μm. If ΔP = 2γ/r applies strictly, calculate the pressure difference in Pa between the inside and outside.\nAnswer:", "response": " r = 0.5 μm = 0.5 × 10⁻⁶ m\nΔP = 2γ / r\nΔP = 2(0.080 N/m) / (0.5 × 10⁻⁶ m)\nΔP = 0.160 N/m / (0.5 × 10⁻⁶ m)\nΔP = 320000 Pa\n#### 320000 Pa", "source": "tp_science_calc", "tid": "03b1888cdc", "level": "general"}
+{"prompt": "Question: A spherical microcapsule with a radius of 2.5 μm has a surface tension of 0.010 N/m. If the Laplace pressure difference ΔP = 2γ/r applies strictly, calculate the pressure difference in Pa between the inside and outside.\nAnswer:", "response": " r = 2.5 μm = 2.5 × 10⁻⁶ m\nΔP = 2γ / r\nΔP = 2(0.010 N/m) / (2.5 × 10⁻⁶ m)\nΔP = 0.020 N/m / (2.5 × 10⁻⁶ m)\nΔP = 8000 Pa\n#### 8000 Pa", "source": "tp_science_calc", "tid": "03b1888cdc", "level": "general"}
+{"prompt": "Question: A spherical microdroplet has radius 0.5 μm and surface tension 0.080 N/m. Assuming ΔP = 2γ/r holds exactly, what is the pressure difference in Pa across the surface?\nAnswer:", "response": " r = 0.5 μm = 0.5 × 10⁻⁶ m\nΔP = 2γ / r\nΔP = 2(0.080 N/m) / (0.5 × 10⁻⁶ m)\nΔP = 0.160 N/m / (0.5 × 10⁻⁶ m)\nΔP = 320000 Pa\n#### 320000 Pa", "source": "tp_science_calc", "tid": "03b1888cdc", "level": "general"}
+{"prompt": "Question: A spherical microdroplet with a radius of 0.5 μm has a surface tension of 0.020 N/m. If the Laplace pressure difference ΔP = 2γ/r applies strictly, calculate the pressure difference in Pa between the inside and outside.\nAnswer:", "response": " r = 0.5 μm = 0.5 × 10⁻⁶ m\nΔP = 2γ / r\nΔP = 2(0.020 N/m) / (0.5 × 10⁻⁶ m)\nΔP = 0.040 N/m / (0.5 × 10⁻⁶ m)\nΔP = 80000 Pa\n#### 80000 Pa", "source": "tp_science_calc", "tid": "03b1888cdc", "level": "general"}
+{"prompt": "Question: A spherical cell has a surface tension of 0.100 N/m and a radius of 10.0 μm. If ΔP = 2γ/r applies strictly, calculate the pressure difference in Pa between the inside and outside.\nAnswer:", "response": " r = 10.0 μm = 10.0 × 10⁻⁶ m\nΔP = 2γ / r\nΔP = 2(0.100 N/m) / (10.0 × 10⁻⁶ m)\nΔP = 0.200 N/m / (10.0 × 10⁻⁶ m)\nΔP = 20000 Pa\n#### 20000 Pa", "source": "tp_science_calc", "tid": "03b1888cdc", "level": "general"}
+{"prompt": "Question: For a spherical microdroplet of radius 4.0 μm and surface tension 0.100 N/m, use ΔP = 2γ/r to find the inside-outside pressure difference in Pa.\nAnswer:", "response": " r = 4.0 μm = 4.0 × 10⁻⁶ m\nΔP = 2γ / r\nΔP = 2(0.100 N/m) / (4.0 × 10⁻⁶ m)\nΔP = 0.200 N/m / (4.0 × 10⁻⁶ m)\nΔP = 50000 Pa\n#### 50000 Pa", "source": "tp_science_calc", "tid": "03b1888cdc", "level": "general"}
+{"prompt": "Question: For a spherical microcapsule of radius 0.5 μm and surface tension 0.070 N/m, use ΔP = 2γ/r to find the inside-outside pressure difference in Pa.\nAnswer:", "response": " r = 0.5 μm = 0.5 × 10⁻⁶ m\nΔP = 2γ / r\nΔP = 2(0.070 N/m) / (0.5 × 10⁻⁶ m)\nΔP = 0.140 N/m / (0.5 × 10⁻⁶ m)\nΔP = 280000 Pa\n#### 280000 Pa", "source": "tp_science_calc", "tid": "03b1888cdc", "level": "general"}
+{"prompt": "Question: A spherical cell has radius 0.5 μm and surface tension 0.010 N/m. Assuming ΔP = 2γ/r holds exactly, what is the pressure difference in Pa across the surface?\nAnswer:", "response": " r = 0.5 μm = 0.5 × 10⁻⁶ m\nΔP = 2γ / r\nΔP = 2(0.010 N/m) / (0.5 × 10⁻⁶ m)\nΔP = 0.020 N/m / (0.5 × 10⁻⁶ m)\nΔP = 40000 Pa\n#### 40000 Pa", "source": "tp_science_calc", "tid": "03b1888cdc", "level": "general"}
+{"prompt": "Question: A spherical microcapsule has a surface tension of 0.090 N/m and a radius of 8.0 μm. If ΔP = 2γ/r applies strictly, calculate the pressure difference in Pa between the inside and outside.\nAnswer:", "response": " r = 8.0 μm = 8.0 × 10⁻⁶ m\nΔP = 2γ / r\nΔP = 2(0.090 N/m) / (8.0 × 10⁻⁶ m)\nΔP = 0.180 N/m / (8.0 × 10⁻⁶ m)\nΔP = 22500 Pa\n#### 22500 Pa", "source": "tp_science_calc", "tid": "03b1888cdc", "level": "general"}
+{"prompt": "Question: A spherical droplet has a surface tension of 0.045 N/m and a radius of 2.5 μm. If ΔP = 2γ/r applies strictly, calculate the pressure difference in Pa between the inside and outside.\nAnswer:", "response": " r = 2.5 μm = 2.5 × 10⁻⁶ m\nΔP = 2γ / r\nΔP = 2(0.045 N/m) / (2.5 × 10⁻⁶ m)\nΔP = 0.090 N/m / (2.5 × 10⁻⁶ m)\nΔP = 36000 Pa\n#### 36000 Pa", "source": "tp_science_calc", "tid": "03b1888cdc", "level": "general"}
+{"prompt": "Question: A spherical droplet with a radius of 0.5 μm has a surface tension of 0.015 N/m. If the Laplace pressure difference ΔP = 2γ/r applies strictly, calculate the pressure difference in Pa between the inside and outside.\nAnswer:", "response": " r = 0.5 μm = 0.5 × 10⁻⁶ m\nΔP = 2γ / r\nΔP = 2(0.015 N/m) / (0.5 × 10⁻⁶ m)\nΔP = 0.030 N/m / (0.5 × 10⁻⁶ m)\nΔP = 60000 Pa\n#### 60000 Pa", "source": "tp_science_calc", "tid": "03b1888cdc", "level": "general"}
+{"prompt": "Question: A spherical microcapsule has radius 10.0 μm and surface tension 0.025 N/m. Assuming ΔP = 2γ/r holds exactly, what is the pressure difference in Pa across the surface?\nAnswer:", "response": " r = 10.0 μm = 10.0 × 10⁻⁶ m\nΔP = 2γ / r\nΔP = 2(0.025 N/m) / (10.0 × 10⁻⁶ m)\nΔP = 0.050 N/m / (10.0 × 10⁻⁶ m)\nΔP = 5000 Pa\n#### 5000 Pa", "source": "tp_science_calc", "tid": "03b1888cdc", "level": "general"}
+{"prompt": "Question: A spherical droplet with a radius of 8.0 μm has a surface tension of 0.015 N/m. If the Laplace pressure difference ΔP = 2γ/r applies strictly, calculate the pressure difference in Pa between the inside and outside.\nAnswer:", "response": " r = 8.0 μm = 8.0 × 10⁻⁶ m\nΔP = 2γ / r\nΔP = 2(0.015 N/m) / (8.0 × 10⁻⁶ m)\nΔP = 0.030 N/m / (8.0 × 10⁻⁶ m)\nΔP = 3750 Pa\n#### 3750 Pa", "source": "tp_science_calc", "tid": "03b1888cdc", "level": "general"}
+{"prompt": "Question: A spherical droplet has a surface tension of 0.075 N/m and a radius of 1.0 μm. If ΔP = 2γ/r applies strictly, calculate the pressure difference in Pa between the inside and outside.\nAnswer:", "response": " r = 1.0 μm = 1.0 × 10⁻⁶ m\nΔP = 2γ / r\nΔP = 2(0.075 N/m) / (1.0 × 10⁻⁶ m)\nΔP = 0.150 N/m / (1.0 × 10⁻⁶ m)\nΔP = 150000 Pa\n#### 150000 Pa", "source": "tp_science_calc", "tid": "03b1888cdc", "level": "general"}
+{"prompt": "Question: A spherical microcapsule has radius 1.0 μm and surface tension 0.015 N/m. Assuming ΔP = 2γ/r holds exactly, what is the pressure difference in Pa across the surface?\nAnswer:", "response": " r = 1.0 μm = 1.0 × 10⁻⁶ m\nΔP = 2γ / r\nΔP = 2(0.015 N/m) / (1.0 × 10⁻⁶ m)\nΔP = 0.030 N/m / (1.0 × 10⁻⁶ m)\nΔP = 30000 Pa\n#### 30000 Pa", "source": "tp_science_calc", "tid": "03b1888cdc", "level": "general"}
+{"prompt": "Question: A spherical droplet with a radius of 2.0 μm has a surface tension of 0.035 N/m. If the Laplace pressure difference ΔP = 2γ/r applies strictly, calculate the pressure difference in Pa between the inside and outside.\nAnswer:", "response": " r = 2.0 μm = 2.0 × 10⁻⁶ m\nΔP = 2γ / r\nΔP = 2(0.035 N/m) / (2.0 × 10⁻⁶ m)\nΔP = 0.070 N/m / (2.0 × 10⁻⁶ m)\nΔP = 35000 Pa\n#### 35000 Pa", "source": "tp_science_calc", "tid": "03b1888cdc", "level": "general"}
+{"prompt": "Question: A code uses a string of 6 characters drawn independently from the first 13 lowercase letters. Find the probability that the fourth character is 'c' and the third character is 'i'.\nAnswer:", "response": " The probability that the fourth character is 'c' is 1/13.\nThe probability that the third character is 'i' is 1/13.\nSince the characters are chosen independently, the joint probability is the product of the individual probabilities.\n(1/13) * (1/13) = 1/169.\n#### 1/169", "source": "tp_probability", "tid": "c00759a0e6", "level": "general"}
+{"prompt": "Question: A lock uses a 3-character code, each character selected independently from the first 16 lowercase letters. What is the probability that the first character is 'n' and the second character is 'l'?\nAnswer:", "response": " The probability that the first character is 'n' is 1/16.\nThe probability that the second character is 'l' is 1/16.\nSince the characters are chosen independently, the joint probability is the product of the individual probabilities.\n(1/16) * (1/16) = 1/256.\n#### 1/256", "source": "tp_probability", "tid": "c00759a0e6", "level": "general"}
+{"prompt": "Question: A lock uses a 6-character code, each character selected independently from the first 17 lowercase letters. What is the probability that the second character is 'e' and the sixth character is 'c'?\nAnswer:", "response": " The probability that the second character is 'e' is 1/17.\nThe probability that the sixth character is 'c' is 1/17.\nSince the characters are chosen independently, the joint probability is the product of the individual probabilities.\n(1/17) * (1/17) = 1/289.\n#### 1/289", "source": "tp_probability", "tid": "c00759a0e6", "level": "general"}
+{"prompt": "Question: A password system requires a sequence of 6 characters, where each character is chosen independently from the first 21 lowercase letters. What is the probability that the second character is 'o' and the fourth character is 'm'?\nAnswer:", "response": " The probability that the second character is 'o' is 1/21.\nThe probability that the fourth character is 'm' is 1/21.\nSince the characters are chosen independently, the joint probability is the product of the individual probabilities.\n(1/21) * (1/21) = 1/441.\n#### 1/441", "source": "tp_probability", "tid": "c00759a0e6", "level": "general"}
+{"prompt": "Question: A lock uses a 6-character code, each character selected independently from the first 13 lowercase letters. What is the probability that the fifth character is 'k' and the sixth character is 'i'?\nAnswer:", "response": " The probability that the fifth character is 'k' is 1/13.\nThe probability that the sixth character is 'i' is 1/13.\nSince the characters are chosen independently, the joint probability is the product of the individual probabilities.\n(1/13) * (1/13) = 1/169.\n#### 1/169", "source": "tp_probability", "tid": "c00759a0e6", "level": "general"}
+{"prompt": "Question: A code uses a string of 6 characters drawn independently from the first 22 lowercase letters. Find the probability that the fourth character is 's' and the fifth character is 'u'.\nAnswer:", "response": " The probability that the fourth character is 's' is 1/22.\nThe probability that the fifth character is 'u' is 1/22.\nSince the characters are chosen independently, the joint probability is the product of the individual probabilities.\n(1/22) * (1/22) = 1/484.\n#### 1/484", "source": "tp_probability", "tid": "c00759a0e6", "level": "general"}
+{"prompt": "Question: A lock uses a 5-character code, each character selected independently from the first 11 lowercase letters. What is the probability that the second character is 'j' and the fourth character is 'f'?\nAnswer:", "response": " The probability that the second character is 'j' is 1/11.\nThe probability that the fourth character is 'f' is 1/11.\nSince the characters are chosen independently, the joint probability is the product of the individual probabilities.\n(1/11) * (1/11) = 1/121.\n#### 1/121", "source": "tp_probability", "tid": "c00759a0e6", "level": "general"}
+{"prompt": "Question: A password system requires a sequence of 3 characters, where each character is chosen independently from the first 15 lowercase letters. What is the probability that the second character is 'a' and the first character is 'k'?\nAnswer:", "response": " The probability that the second character is 'a' is 1/15.\nThe probability that the first character is 'k' is 1/15.\nSince the characters are chosen independently, the joint probability is the product of the individual probabilities.\n(1/15) * (1/15) = 1/225.\n#### 1/225", "source": "tp_probability", "tid": "c00759a0e6", "level": "general"}
+{"prompt": "Question: A password system requires a sequence of 6 characters, where each character is chosen independently from the first 20 lowercase letters. What is the probability that the first character is 'e' and the sixth character is 's'?\nAnswer:", "response": " The probability that the first character is 'e' is 1/20.\nThe probability that the sixth character is 's' is 1/20.\nSince the characters are chosen independently, the joint probability is the product of the individual probabilities.\n(1/20) * (1/20) = 1/400.\n#### 1/400", "source": "tp_probability", "tid": "c00759a0e6", "level": "general"}
+{"prompt": "Question: A lock uses a 4-character code, each character selected independently from the first 10 lowercase letters. What is the probability that the first character is 'h' and the fourth character is 'c'?\nAnswer:", "response": " The probability that the first character is 'h' is 1/10.\nThe probability that the fourth character is 'c' is 1/10.\nSince the characters are chosen independently, the joint probability is the product of the individual probabilities.\n(1/10) * (1/10) = 1/100.\n#### 1/100", "source": "tp_probability", "tid": "c00759a0e6", "level": "general"}
+{"prompt": "Question: A lock uses a 4-character code, each character selected independently from the first 12 lowercase letters. What is the probability that the fourth character is 'c' and the second character is 'g'?\nAnswer:", "response": " The probability that the fourth character is 'c' is 1/12.\nThe probability that the second character is 'g' is 1/12.\nSince the characters are chosen independently, the joint probability is the product of the individual probabilities.\n(1/12) * (1/12) = 1/144.\n#### 1/144", "source": "tp_probability", "tid": "c00759a0e6", "level": "general"}
+{"prompt": "Question: A lock uses a 5-character code, each character selected independently from the first 18 lowercase letters. What is the probability that the first character is 'o' and the fourth character is 'm'?\nAnswer:", "response": " The probability that the first character is 'o' is 1/18.\nThe probability that the fourth character is 'm' is 1/18.\nSince the characters are chosen independently, the joint probability is the product of the individual probabilities.\n(1/18) * (1/18) = 1/324.\n#### 1/324", "source": "tp_probability", "tid": "c00759a0e6", "level": "general"}
+{"prompt": "Question: A code uses a string of 5 characters drawn independently from the first 15 lowercase letters. Find the probability that the second character is 'a' and the fourth character is 'f'.\nAnswer:", "response": " The probability that the second character is 'a' is 1/15.\nThe probability that the fourth character is 'f' is 1/15.\nSince the characters are chosen independently, the joint probability is the product of the individual probabilities.\n(1/15) * (1/15) = 1/225.\n#### 1/225", "source": "tp_probability", "tid": "c00759a0e6", "level": "general"}
+{"prompt": "Question: A password system requires a sequence of 6 characters, where each character is chosen independently from the first 18 lowercase letters. What is the probability that the second character is 'a' and the sixth character is 'm'?\nAnswer:", "response": " The probability that the second character is 'a' is 1/18.\nThe probability that the sixth character is 'm' is 1/18.\nSince the characters are chosen independently, the joint probability is the product of the individual probabilities.\n(1/18) * (1/18) = 1/324.\n#### 1/324", "source": "tp_probability", "tid": "c00759a0e6", "level": "general"}
+{"prompt": "Question: A lock uses a 3-character code, each character selected independently from the first 17 lowercase letters. What is the probability that the second character is 'f' and the first character is 'o'?\nAnswer:", "response": " The probability that the second character is 'f' is 1/17.\nThe probability that the first character is 'o' is 1/17.\nSince the characters are chosen independently, the joint probability is the product of the individual probabilities.\n(1/17) * (1/17) = 1/289.\n#### 1/289", "source": "tp_probability", "tid": "c00759a0e6", "level": "general"}
+{"prompt": "Question: A code uses a string of 3 characters drawn independently from the first 19 lowercase letters. Find the probability that the second character is 's' and the third character is 'j'.\nAnswer:", "response": " The probability that the second character is 's' is 1/19.\nThe probability that the third character is 'j' is 1/19.\nSince the characters are chosen independently, the joint probability is the product of the individual probabilities.\n(1/19) * (1/19) = 1/361.\n#### 1/361", "source": "tp_probability", "tid": "c00759a0e6", "level": "general"}
+{"prompt": "Question: A lock uses a 5-character code, each character selected independently from the first 22 lowercase letters. What is the probability that the third character is 'f' and the fifth character is 'u'?\nAnswer:", "response": " The probability that the third character is 'f' is 1/22.\nThe probability that the fifth character is 'u' is 1/22.\nSince the characters are chosen independently, the joint probability is the product of the individual probabilities.\n(1/22) * (1/22) = 1/484.\n#### 1/484", "source": "tp_probability", "tid": "c00759a0e6", "level": "general"}
+{"prompt": "Question: A code uses a string of 6 characters drawn independently from the first 23 lowercase letters. Find the probability that the second character is 'd' and the first character is 'j'.\nAnswer:", "response": " The probability that the second character is 'd' is 1/23.\nThe probability that the first character is 'j' is 1/23.\nSince the characters are chosen independently, the joint probability is the product of the individual probabilities.\n(1/23) * (1/23) = 1/529.\n#### 1/529", "source": "tp_probability", "tid": "c00759a0e6", "level": "general"}
+{"prompt": "Question: A password system requires a sequence of 6 characters, where each character is chosen independently from the first 22 lowercase letters. What is the probability that the first character is 's' and the sixth character is 'k'?\nAnswer:", "response": " The probability that the first character is 's' is 1/22.\nThe probability that the sixth character is 'k' is 1/22.\nSince the characters are chosen independently, the joint probability is the product of the individual probabilities.\n(1/22) * (1/22) = 1/484.\n#### 1/484", "source": "tp_probability", "tid": "c00759a0e6", "level": "general"}
+{"prompt": "Question: A lock uses a 3-character code, each character selected independently from the first 20 lowercase letters. What is the probability that the first character is 'o' and the third character is 't'?\nAnswer:", "response": " The probability that the first character is 'o' is 1/20.\nThe probability that the third character is 't' is 1/20.\nSince the characters are chosen independently, the joint probability is the product of the individual probabilities.\n(1/20) * (1/20) = 1/400.\n#### 1/400", "source": "tp_probability", "tid": "c00759a0e6", "level": "general"}
+{"prompt": "Question: A lock uses a 3-character code, each character selected independently from the first 10 lowercase letters. What is the probability that the second character is 'e' and the third character is 'c'?\nAnswer:", "response": " The probability that the second character is 'e' is 1/10.\nThe probability that the third character is 'c' is 1/10.\nSince the characters are chosen independently, the joint probability is the product of the individual probabilities.\n(1/10) * (1/10) = 1/100.\n#### 1/100", "source": "tp_probability", "tid": "c00759a0e6", "level": "general"}
+{"prompt": "Question: A code uses a string of 4 characters drawn independently from the first 17 lowercase letters. Find the probability that the third character is 'n' and the fourth character is 'n'.\nAnswer:", "response": " The probability that the third character is 'n' is 1/17.\nThe probability that the fourth character is 'n' is 1/17.\nSince the characters are chosen independently, the joint probability is the product of the individual probabilities.\n(1/17) * (1/17) = 1/289.\n#### 1/289", "source": "tp_probability", "tid": "c00759a0e6", "level": "general"}
+{"prompt": "Question: A lock uses a 4-character code, each character selected independently from the first 23 lowercase letters. What is the probability that the first character is 'r' and the third character is 'v'?\nAnswer:", "response": " The probability that the first character is 'r' is 1/23.\nThe probability that the third character is 'v' is 1/23.\nSince the characters are chosen independently, the joint probability is the product of the individual probabilities.\n(1/23) * (1/23) = 1/529.\n#### 1/529", "source": "tp_probability", "tid": "c00759a0e6", "level": "general"}
+{"prompt": "Question: A code uses a string of 6 characters drawn independently from the first 24 lowercase letters. Find the probability that the fourth character is 'a' and the second character is 'u'.\nAnswer:", "response": " The probability that the fourth character is 'a' is 1/24.\nThe probability that the second character is 'u' is 1/24.\nSince the characters are chosen independently, the joint probability is the product of the individual probabilities.\n(1/24) * (1/24) = 1/576.\n#### 1/576", "source": "tp_probability", "tid": "c00759a0e6", "level": "general"}
+{"prompt": "Question: A code uses a string of 3 characters drawn independently from the first 25 lowercase letters. Find the probability that the second character is 'q' and the third character is 'd'.\nAnswer:", "response": " The probability that the second character is 'q' is 1/25.\nThe probability that the third character is 'd' is 1/25.\nSince the characters are chosen independently, the joint probability is the product of the individual probabilities.\n(1/25) * (1/25) = 1/625.\n#### 1/625", "source": "tp_probability", "tid": "c00759a0e6", "level": "general"}
+{"prompt": "Question: A lock uses a 4-character code, each character selected independently from the first 11 lowercase letters. What is the probability that the first character is 'd' and the fourth character is 'k'?\nAnswer:", "response": " The probability that the first character is 'd' is 1/11.\nThe probability that the fourth character is 'k' is 1/11.\nSince the characters are chosen independently, the joint probability is the product of the individual probabilities.\n(1/11) * (1/11) = 1/121.\n#### 1/121", "source": "tp_probability", "tid": "c00759a0e6", "level": "general"}
+{"prompt": "Question: A code uses a string of 3 characters drawn independently from the first 25 lowercase letters. Find the probability that the second character is 'h' and the third character is 's'.\nAnswer:", "response": " The probability that the second character is 'h' is 1/25.\nThe probability that the third character is 's' is 1/25.\nSince the characters are chosen independently, the joint probability is the product of the individual probabilities.\n(1/25) * (1/25) = 1/625.\n#### 1/625", "source": "tp_probability", "tid": "c00759a0e6", "level": "general"}
+{"prompt": "Question: A lock uses a 3-character code, each character selected independently from the first 13 lowercase letters. What is the probability that the first character is 'j' and the second character is 'm'?\nAnswer:", "response": " The probability that the first character is 'j' is 1/13.\nThe probability that the second character is 'm' is 1/13.\nSince the characters are chosen independently, the joint probability is the product of the individual probabilities.\n(1/13) * (1/13) = 1/169.\n#### 1/169", "source": "tp_probability", "tid": "c00759a0e6", "level": "general"}
+{"prompt": "Question: A code uses a string of 6 characters drawn independently from the first 22 lowercase letters. Find the probability that the third character is 'g' and the sixth character is 'o'.\nAnswer:", "response": " The probability that the third character is 'g' is 1/22.\nThe probability that the sixth character is 'o' is 1/22.\nSince the characters are chosen independently, the joint probability is the product of the individual probabilities.\n(1/22) * (1/22) = 1/484.\n#### 1/484", "source": "tp_probability", "tid": "c00759a0e6", "level": "general"}
+{"prompt": "Question: A code uses a string of 5 characters drawn independently from the first 26 lowercase letters. Find the probability that the second character is 'i' and the fourth character is 'y'.\nAnswer:", "response": " The probability that the second character is 'i' is 1/26.\nThe probability that the fourth character is 'y' is 1/26.\nSince the characters are chosen independently, the joint probability is the product of the individual probabilities.\n(1/26) * (1/26) = 1/676.\n#### 1/676", "source": "tp_probability", "tid": "c00759a0e6", "level": "general"}
+{"prompt": "Question: A lock uses a 3-character code, each character selected independently from the first 23 lowercase letters. What is the probability that the first character is 'g' and the third character is 'o'?\nAnswer:", "response": " The probability that the first character is 'g' is 1/23.\nThe probability that the third character is 'o' is 1/23.\nSince the characters are chosen independently, the joint probability is the product of the individual probabilities.\n(1/23) * (1/23) = 1/529.\n#### 1/529", "source": "tp_probability", "tid": "c00759a0e6", "level": "general"}
+{"prompt": "Question: A code uses a string of 3 characters drawn independently from the first 11 lowercase letters. Find the probability that the second character is 'f' and the third character is 'k'.\nAnswer:", "response": " The probability that the second character is 'f' is 1/11.\nThe probability that the third character is 'k' is 1/11.\nSince the characters are chosen independently, the joint probability is the product of the individual probabilities.\n(1/11) * (1/11) = 1/121.\n#### 1/121", "source": "tp_probability", "tid": "c00759a0e6", "level": "general"}
+{"prompt": "Question: A password system requires a sequence of 6 characters, where each character is chosen independently from the first 23 lowercase letters. What is the probability that the second character is 'j' and the third character is 'w'?\nAnswer:", "response": " The probability that the second character is 'j' is 1/23.\nThe probability that the third character is 'w' is 1/23.\nSince the characters are chosen independently, the joint probability is the product of the individual probabilities.\n(1/23) * (1/23) = 1/529.\n#### 1/529", "source": "tp_probability", "tid": "c00759a0e6", "level": "general"}
+{"prompt": "Question: A code uses a string of 4 characters drawn independently from the first 18 lowercase letters. Find the probability that the first character is 'h' and the fourth character is 'a'.\nAnswer:", "response": " The probability that the first character is 'h' is 1/18.\nThe probability that the fourth character is 'a' is 1/18.\nSince the characters are chosen independently, the joint probability is the product of the individual probabilities.\n(1/18) * (1/18) = 1/324.\n#### 1/324", "source": "tp_probability", "tid": "c00759a0e6", "level": "general"}
+{"prompt": "Question: A password system requires a sequence of 3 characters, where each character is chosen independently from the first 12 lowercase letters. What is the probability that the first character is 'd' and the third character is 'g'?\nAnswer:", "response": " The probability that the first character is 'd' is 1/12.\nThe probability that the third character is 'g' is 1/12.\nSince the characters are chosen independently, the joint probability is the product of the individual probabilities.\n(1/12) * (1/12) = 1/144.\n#### 1/144", "source": "tp_probability", "tid": "c00759a0e6", "level": "general"}
+{"prompt": "Question: A lock uses a 6-character code, each character selected independently from the first 14 lowercase letters. What is the probability that the third character is 'g' and the second character is 'a'?\nAnswer:", "response": " The probability that the third character is 'g' is 1/14.\nThe probability that the second character is 'a' is 1/14.\nSince the characters are chosen independently, the joint probability is the product of the individual probabilities.\n(1/14) * (1/14) = 1/196.\n#### 1/196", "source": "tp_probability", "tid": "c00759a0e6", "level": "general"}
+{"prompt": "Question: A password system requires a sequence of 6 characters, where each character is chosen independently from the first 12 lowercase letters. What is the probability that the sixth character is 'f' and the first character is 'h'?\nAnswer:", "response": " The probability that the sixth character is 'f' is 1/12.\nThe probability that the first character is 'h' is 1/12.\nSince the characters are chosen independently, the joint probability is the product of the individual probabilities.\n(1/12) * (1/12) = 1/144.\n#### 1/144", "source": "tp_probability", "tid": "c00759a0e6", "level": "general"}
+{"prompt": "Question: A code uses a string of 3 characters drawn independently from the first 24 lowercase letters. Find the probability that the second character is 'b' and the third character is 'a'.\nAnswer:", "response": " The probability that the second character is 'b' is 1/24.\nThe probability that the third character is 'a' is 1/24.\nSince the characters are chosen independently, the joint probability is the product of the individual probabilities.\n(1/24) * (1/24) = 1/576.\n#### 1/576", "source": "tp_probability", "tid": "c00759a0e6", "level": "general"}
+{"prompt": "Question: A code uses a string of 3 characters drawn independently from the first 12 lowercase letters. Find the probability that the second character is 'h' and the first character is 'a'.\nAnswer:", "response": " The probability that the second character is 'h' is 1/12.\nThe probability that the first character is 'a' is 1/12.\nSince the characters are chosen independently, the joint probability is the product of the individual probabilities.\n(1/12) * (1/12) = 1/144.\n#### 1/144", "source": "tp_probability", "tid": "c00759a0e6", "level": "general"}
+{"prompt": "Question: A password system requires a sequence of 4 characters, where each character is chosen independently from the first 16 lowercase letters. What is the probability that the first character is 'm' and the fourth character is 'd'?\nAnswer:", "response": " The probability that the first character is 'm' is 1/16.\nThe probability that the fourth character is 'd' is 1/16.\nSince the characters are chosen independently, the joint probability is the product of the individual probabilities.\n(1/16) * (1/16) = 1/256.\n#### 1/256", "source": "tp_probability", "tid": "c00759a0e6", "level": "general"}

raw_tmpl/tp_tp4_1791579464_00003.jsonl

@@ -0,0 +1,120 @@
+{"prompt": "Question: Two renderers share a batch of 898 frames. Beta works at 52 frames per minute and Delta at 34 frames per minute. If Beta gets a 9-minute head start, how many minutes after Delta starts are all frames processed?\nAnswer:", "response": " Beta processes 52 frames per minute for 9 minutes before Delta starts.\nFrames processed by Beta before Delta starts: 52 * 9 = 468.\nRemaining frames in the batch: 898 - 468 = 430.\nCombined rate of Beta and Delta: 52 + 34 = 86 frames per minute.\nTime to finish the remaining frames after Delta starts: 430 / 86 = 5 minutes.\n#### 5", "source": "tp_wordproblem", "tid": "6f8d18fad3", "level": "general"}
+{"prompt": "Question: Two edge servers are tasked with processing a batch of 2,025 images. Delta processes 90 images per minute, and Red processes 35 images per minute. If Delta starts 10 minutes before Red, how many minutes after Red begins operation will the batch be completely processed?\nAnswer:", "response": " Delta processes 90 images per minute for 10 minutes before Red starts.\nImages processed by Delta before Red starts: 90 * 10 = 900.\nRemaining images in the batch: 2025 - 900 = 1125.\nCombined rate of Delta and Red: 90 + 35 = 125 images per minute.\nTime to finish the remaining images after Red starts: 1125 / 125 = 9 minutes.\n#### 9", "source": "tp_wordproblem", "tid": "6f8d18fad3", "level": "general"}
+{"prompt": "Question: Two encoders are tasked with processing a batch of 1,004 packets. Red processes 39 packets per minute, and Beta processes 38 packets per minute. If Red starts 6 minutes before Beta, how many minutes after Beta begins operation will the batch be completely processed?\nAnswer:", "response": " Red processes 39 packets per minute for 6 minutes before Beta starts.\nPackets processed by Red before Beta starts: 39 * 6 = 234.\nRemaining packets in the batch: 1004 - 234 = 770.\nCombined rate of Red and Beta: 39 + 38 = 77 packets per minute.\nTime to finish the remaining packets after Beta starts: 770 / 77 = 10 minutes.\n#### 10", "source": "tp_wordproblem", "tid": "6f8d18fad3", "level": "general"}
+{"prompt": "Question: A batch of 2,169 frames must be processed by two renderers. South handles 76 frames per minute while Beta handles 59 frames per minute. South begins 9 minutes earlier. How many minutes after Beta starts will the entire batch be finished?\nAnswer:", "response": " South processes 76 frames per minute for 9 minutes before Beta starts.\nFrames processed by South before Beta starts: 76 * 9 = 684.\nRemaining frames in the batch: 2169 - 684 = 1485.\nCombined rate of South and Beta: 76 + 59 = 135 frames per minute.\nTime to finish the remaining frames after Beta starts: 1485 / 135 = 11 minutes.\n#### 11", "source": "tp_wordproblem", "tid": "6f8d18fad3", "level": "general"}
+{"prompt": "Question: Two renderers are tasked with processing a batch of 1,488 frames. Beta processes 69 frames per minute, and South processes 64 frames per minute. If Beta starts 10 minutes before South, how many minutes after South begins operation will the batch be completely processed?\nAnswer:", "response": " Beta processes 69 frames per minute for 10 minutes before South starts.\nFrames processed by Beta before South starts: 69 * 10 = 690.\nRemaining frames in the batch: 1488 - 690 = 798.\nCombined rate of Beta and South: 69 + 64 = 133 frames per minute.\nTime to finish the remaining frames after South starts: 798 / 133 = 6 minutes.\n#### 6", "source": "tp_wordproblem", "tid": "6f8d18fad3", "level": "general"}
+{"prompt": "Question: Two renderers share a batch of 1,472 frames. Red works at 56 frames per minute and North at 86 frames per minute. If Red gets a 6-minute head start, how many minutes after North starts are all frames processed?\nAnswer:", "response": " Red processes 56 frames per minute for 6 minutes before North starts.\nFrames processed by Red before North starts: 56 * 6 = 336.\nRemaining frames in the batch: 1472 - 336 = 1136.\nCombined rate of Red and North: 56 + 86 = 142 frames per minute.\nTime to finish the remaining frames after North starts: 1136 / 142 = 8 minutes.\n#### 8", "source": "tp_wordproblem", "tid": "6f8d18fad3", "level": "general"}
+{"prompt": "Question: A batch of 1,346 documents must be processed by two scanners. Alpha handles 58 documents per minute while Beta handles 30 documents per minute. Alpha begins 5 minutes earlier. How many minutes after Beta starts will the entire batch be finished?\nAnswer:", "response": " Alpha processes 58 documents per minute for 5 minutes before Beta starts.\nDocuments processed by Alpha before Beta starts: 58 * 5 = 290.\nRemaining documents in the batch: 1346 - 290 = 1056.\nCombined rate of Alpha and Beta: 58 + 30 = 88 documents per minute.\nTime to finish the remaining documents after Beta starts: 1056 / 88 = 12 minutes.\n#### 12", "source": "tp_wordproblem", "tid": "6f8d18fad3", "level": "general"}
+{"prompt": "Question: Two edge servers share a batch of 1,220 images. Gamma works at 77 images per minute and Blue at 75 images per minute. If Gamma gets a 4-minute head start, how many minutes after Blue starts are all images processed?\nAnswer:", "response": " Gamma processes 77 images per minute for 4 minutes before Blue starts.\nImages processed by Gamma before Blue starts: 77 * 4 = 308.\nRemaining images in the batch: 1220 - 308 = 912.\nCombined rate of Gamma and Blue: 77 + 75 = 152 images per minute.\nTime to finish the remaining images after Blue starts: 912 / 152 = 6 minutes.\n#### 6", "source": "tp_wordproblem", "tid": "6f8d18fad3", "level": "general"}
+{"prompt": "Question: Two encoders share a batch of 435 packets. Blue works at 35 packets per minute and Gamma at 75 packets per minute. If Blue gets a 3-minute head start, how many minutes after Gamma starts are all packets processed?\nAnswer:", "response": " Blue processes 35 packets per minute for 3 minutes before Gamma starts.\nPackets processed by Blue before Gamma starts: 35 * 3 = 105.\nRemaining packets in the batch: 435 - 105 = 330.\nCombined rate of Blue and Gamma: 35 + 75 = 110 packets per minute.\nTime to finish the remaining packets after Gamma starts: 330 / 110 = 3 minutes.\n#### 3", "source": "tp_wordproblem", "tid": "6f8d18fad3", "level": "general"}
+{"prompt": "Question: Two printers are tasked with processing a batch of 1,450 documents. Alpha processes 34 documents per minute, and Delta processes 77 documents per minute. If Alpha starts 10 minutes before Delta, how many minutes after Delta begins operation will the batch be completely processed?\nAnswer:", "response": " Alpha processes 34 documents per minute for 10 minutes before Delta starts.\nDocuments processed by Alpha before Delta starts: 34 * 10 = 340.\nRemaining documents in the batch: 1450 - 340 = 1110.\nCombined rate of Alpha and Delta: 34 + 77 = 111 documents per minute.\nTime to finish the remaining documents after Delta starts: 1110 / 111 = 10 minutes.\n#### 10", "source": "tp_wordproblem", "tid": "6f8d18fad3", "level": "general"}
+{"prompt": "Question: Two processors are tasked with processing a batch of 1,099 files. Delta processes 35 files per minute, and North processes 56 files per minute. If Delta starts 8 minutes before North, how many minutes after North begins operation will the batch be completely processed?\nAnswer:", "response": " Delta processes 35 files per minute for 8 minutes before North starts.\nFiles processed by Delta before North starts: 35 * 8 = 280.\nRemaining files in the batch: 1099 - 280 = 819.\nCombined rate of Delta and North: 35 + 56 = 91 files per minute.\nTime to finish the remaining files after North starts: 819 / 91 = 9 minutes.\n#### 9", "source": "tp_wordproblem", "tid": "6f8d18fad3", "level": "general"}
+{"prompt": "Question: Two scanners share a batch of 1,377 documents. North works at 56 documents per minute and Alpha at 41 documents per minute. If North gets a 9-minute head start, how many minutes after Alpha starts are all documents processed?\nAnswer:", "response": " North processes 56 documents per minute for 9 minutes before Alpha starts.\nDocuments processed by North before Alpha starts: 56 * 9 = 504.\nRemaining documents in the batch: 1377 - 504 = 873.\nCombined rate of North and Alpha: 56 + 41 = 97 documents per minute.\nTime to finish the remaining documents after Alpha starts: 873 / 97 = 9 minutes.\n#### 9", "source": "tp_wordproblem", "tid": "6f8d18fad3", "level": "general"}
+{"prompt": "Question: A batch of 894 documents must be processed by two scanners. Gamma handles 55 documents per minute while Beta handles 43 documents per minute. Gamma begins 2 minutes earlier. How many minutes after Beta starts will the entire batch be finished?\nAnswer:", "response": " Gamma processes 55 documents per minute for 2 minutes before Beta starts.\nDocuments processed by Gamma before Beta starts: 55 * 2 = 110.\nRemaining documents in the batch: 894 - 110 = 784.\nCombined rate of Gamma and Beta: 55 + 43 = 98 documents per minute.\nTime to finish the remaining documents after Beta starts: 784 / 98 = 8 minutes.\n#### 8", "source": "tp_wordproblem", "tid": "6f8d18fad3", "level": "general"}
+{"prompt": "Question: Two renderers share a batch of 2,224 frames. North works at 82 frames per minute and South at 76 frames per minute. If North gets a 4-minute head start, how many minutes after South starts are all frames processed?\nAnswer:", "response": " North processes 82 frames per minute for 4 minutes before South starts.\nFrames processed by North before South starts: 82 * 4 = 328.\nRemaining frames in the batch: 2224 - 328 = 1896.\nCombined rate of North and South: 82 + 76 = 158 frames per minute.\nTime to finish the remaining frames after South starts: 1896 / 158 = 12 minutes.\n#### 12", "source": "tp_wordproblem", "tid": "6f8d18fad3", "level": "general"}
+{"prompt": "Question: Two encoders share a batch of 1,070 packets. Alpha works at 46 packets per minute and Beta at 32 packets per minute. If Alpha gets a 8-minute head start, how many minutes after Beta starts are all packets processed?\nAnswer:", "response": " Alpha processes 46 packets per minute for 8 minutes before Beta starts.\nPackets processed by Alpha before Beta starts: 46 * 8 = 368.\nRemaining packets in the batch: 1070 - 368 = 702.\nCombined rate of Alpha and Beta: 46 + 32 = 78 packets per minute.\nTime to finish the remaining packets after Beta starts: 702 / 78 = 9 minutes.\n#### 9", "source": "tp_wordproblem", "tid": "6f8d18fad3", "level": "general"}
+{"prompt": "Question: A batch of 1,470 images must be processed by two edge servers. North handles 63 images per minute while Delta handles 75 images per minute. North begins 8 minutes earlier. How many minutes after Delta starts will the entire batch be finished?\nAnswer:", "response": " North processes 63 images per minute for 8 minutes before Delta starts.\nImages processed by North before Delta starts: 63 * 8 = 504.\nRemaining images in the batch: 1470 - 504 = 966.\nCombined rate of North and Delta: 63 + 75 = 138 images per minute.\nTime to finish the remaining images after Delta starts: 966 / 138 = 7 minutes.\n#### 7", "source": "tp_wordproblem", "tid": "6f8d18fad3", "level": "general"}
+{"prompt": "Question: Two scanners share a batch of 1,160 documents. Red works at 52 documents per minute and North at 76 documents per minute. If Red gets a 10-minute head start, how many minutes after North starts are all documents processed?\nAnswer:", "response": " Red processes 52 documents per minute for 10 minutes before North starts.\nDocuments processed by Red before North starts: 52 * 10 = 520.\nRemaining documents in the batch: 1160 - 520 = 640.\nCombined rate of Red and North: 52 + 76 = 128 documents per minute.\nTime to finish the remaining documents after North starts: 640 / 128 = 5 minutes.\n#### 5", "source": "tp_wordproblem", "tid": "6f8d18fad3", "level": "general"}
+{"prompt": "Question: Two renderers are tasked with processing a batch of 1,386 frames. Red processes 81 frames per minute, and Beta processes 36 frames per minute. If Red starts 7 minutes before Beta, how many minutes after Beta begins operation will the batch be completely processed?\nAnswer:", "response": " Red processes 81 frames per minute for 7 minutes before Beta starts.\nFrames processed by Red before Beta starts: 81 * 7 = 567.\nRemaining frames in the batch: 1386 - 567 = 819.\nCombined rate of Red and Beta: 81 + 36 = 117 frames per minute.\nTime to finish the remaining frames after Beta starts: 819 / 117 = 7 minutes.\n#### 7", "source": "tp_wordproblem", "tid": "6f8d18fad3", "level": "general"}
+{"prompt": "Question: A batch of 1,488 frames must be processed by two renderers. Red handles 36 frames per minute while South handles 73 frames per minute. Red begins 5 minutes earlier. How many minutes after South starts will the entire batch be finished?\nAnswer:", "response": " Red processes 36 frames per minute for 5 minutes before South starts.\nFrames processed by Red before South starts: 36 * 5 = 180.\nRemaining frames in the batch: 1488 - 180 = 1308.\nCombined rate of Red and South: 36 + 73 = 109 frames per minute.\nTime to finish the remaining frames after South starts: 1308 / 109 = 12 minutes.\n#### 12", "source": "tp_wordproblem", "tid": "6f8d18fad3", "level": "general"}
+{"prompt": "Question: Two edge servers share a batch of 1,330 images. South works at 36 images per minute and Beta at 79 images per minute. If South gets a 5-minute head start, how many minutes after Beta starts are all images processed?\nAnswer:", "response": " South processes 36 images per minute for 5 minutes before Beta starts.\nImages processed by South before Beta starts: 36 * 5 = 180.\nRemaining images in the batch: 1330 - 180 = 1150.\nCombined rate of South and Beta: 36 + 79 = 115 images per minute.\nTime to finish the remaining images after Beta starts: 1150 / 115 = 10 minutes.\n#### 10", "source": "tp_wordproblem", "tid": "6f8d18fad3", "level": "general"}
+{"prompt": "Question: Two edge servers are tasked with processing a batch of 1,254 images. Alpha processes 79 images per minute, and Delta processes 55 images per minute. If Alpha starts 4 minutes before Delta, how many minutes after Delta begins operation will the batch be completely processed?\nAnswer:", "response": " Alpha processes 79 images per minute for 4 minutes before Delta starts.\nImages processed by Alpha before Delta starts: 79 * 4 = 316.\nRemaining images in the batch: 1254 - 316 = 938.\nCombined rate of Alpha and Delta: 79 + 55 = 134 images per minute.\nTime to finish the remaining images after Delta starts: 938 / 134 = 7 minutes.\n#### 7", "source": "tp_wordproblem", "tid": "6f8d18fad3", "level": "general"}
+{"prompt": "Question: A batch of 1,733 packets must be processed by two encoders. Gamma handles 45 packets per minute while North handles 88 packets per minute. Gamma begins 6 minutes earlier. How many minutes after North starts will the entire batch be finished?\nAnswer:", "response": " Gamma processes 45 packets per minute for 6 minutes before North starts.\nPackets processed by Gamma before North starts: 45 * 6 = 270.\nRemaining packets in the batch: 1733 - 270 = 1463.\nCombined rate of Gamma and North: 45 + 88 = 133 packets per minute.\nTime to finish the remaining packets after North starts: 1463 / 133 = 11 minutes.\n#### 11", "source": "tp_wordproblem", "tid": "6f8d18fad3", "level": "general"}
+{"prompt": "Question: Two printers share a batch of 1,392 documents. Red works at 53 documents per minute and North at 35 documents per minute. If Red gets a 8-minute head start, how many minutes after North starts are all documents processed?\nAnswer:", "response": " Red processes 53 documents per minute for 8 minutes before North starts.\nDocuments processed by Red before North starts: 53 * 8 = 424.\nRemaining documents in the batch: 1392 - 424 = 968.\nCombined rate of Red and North: 53 + 35 = 88 documents per minute.\nTime to finish the remaining documents after North starts: 968 / 88 = 11 minutes.\n#### 11", "source": "tp_wordproblem", "tid": "6f8d18fad3", "level": "general"}
+{"prompt": "Question: Two renderers share a batch of 513 frames. Blue works at 38 frames per minute and Delta at 57 frames per minute. If Blue gets a 6-minute head start, how many minutes after Delta starts are all frames processed?\nAnswer:", "response": " Blue processes 38 frames per minute for 6 minutes before Delta starts.\nFrames processed by Blue before Delta starts: 38 * 6 = 228.\nRemaining frames in the batch: 513 - 228 = 285.\nCombined rate of Blue and Delta: 38 + 57 = 95 frames per minute.\nTime to finish the remaining frames after Delta starts: 285 / 95 = 3 minutes.\n#### 3", "source": "tp_wordproblem", "tid": "6f8d18fad3", "level": "general"}
+{"prompt": "Question: A batch of 956 images must be processed by two edge servers. Blue handles 54 images per minute while Red handles 50 images per minute. Blue begins 10 minutes earlier. How many minutes after Red starts will the entire batch be finished?\nAnswer:", "response": " Blue processes 54 images per minute for 10 minutes before Red starts.\nImages processed by Blue before Red starts: 54 * 10 = 540.\nRemaining images in the batch: 956 - 540 = 416.\nCombined rate of Blue and Red: 54 + 50 = 104 images per minute.\nTime to finish the remaining images after Red starts: 416 / 104 = 4 minutes.\n#### 4", "source": "tp_wordproblem", "tid": "6f8d18fad3", "level": "general"}
+{"prompt": "Question: A batch of 785 documents must be processed by two printers. Alpha handles 43 documents per minute while Blue handles 52 documents per minute. Alpha begins 5 minutes earlier. How many minutes after Blue starts will the entire batch be finished?\nAnswer:", "response": " Alpha processes 43 documents per minute for 5 minutes before Blue starts.\nDocuments processed by Alpha before Blue starts: 43 * 5 = 215.\nRemaining documents in the batch: 785 - 215 = 570.\nCombined rate of Alpha and Blue: 43 + 52 = 95 documents per minute.\nTime to finish the remaining documents after Blue starts: 570 / 95 = 6 minutes.\n#### 6", "source": "tp_wordproblem", "tid": "6f8d18fad3", "level": "general"}
+{"prompt": "Question: Two edge servers share a batch of 1,092 images. Blue works at 54 images per minute and Gamma at 74 images per minute. If Blue gets a 6-minute head start, how many minutes after Gamma starts are all images processed?\nAnswer:", "response": " Blue processes 54 images per minute for 6 minutes before Gamma starts.\nImages processed by Blue before Gamma starts: 54 * 6 = 324.\nRemaining images in the batch: 1092 - 324 = 768.\nCombined rate of Blue and Gamma: 54 + 74 = 128 images per minute.\nTime to finish the remaining images after Gamma starts: 768 / 128 = 6 minutes.\n#### 6", "source": "tp_wordproblem", "tid": "6f8d18fad3", "level": "general"}
+{"prompt": "Question: Two edge servers are tasked with processing a batch of 1,494 images. Beta processes 64 images per minute, and Alpha processes 89 images per minute. If Beta starts 9 minutes before Alpha, how many minutes after Alpha begins operation will the batch be completely processed?\nAnswer:", "response": " Beta processes 64 images per minute for 9 minutes before Alpha starts.\nImages processed by Beta before Alpha starts: 64 * 9 = 576.\nRemaining images in the batch: 1494 - 576 = 918.\nCombined rate of Beta and Alpha: 64 + 89 = 153 images per minute.\nTime to finish the remaining images after Alpha starts: 918 / 153 = 6 minutes.\n#### 6", "source": "tp_wordproblem", "tid": "6f8d18fad3", "level": "general"}
+{"prompt": "Question: A batch of 1,368 frames must be processed by two renderers. Red handles 70 frames per minute while Blue handles 88 frames per minute. Red begins 6 minutes earlier. How many minutes after Blue starts will the entire batch be finished?\nAnswer:", "response": " Red processes 70 frames per minute for 6 minutes before Blue starts.\nFrames processed by Red before Blue starts: 70 * 6 = 420.\nRemaining frames in the batch: 1368 - 420 = 948.\nCombined rate of Red and Blue: 70 + 88 = 158 frames per minute.\nTime to finish the remaining frames after Blue starts: 948 / 158 = 6 minutes.\n#### 6", "source": "tp_wordproblem", "tid": "6f8d18fad3", "level": "general"}
+{"prompt": "Question: Two encoders share a batch of 1,728 packets. North works at 69 packets per minute and South at 63 packets per minute. If North gets a 4-minute head start, how many minutes after South starts are all packets processed?\nAnswer:", "response": " North processes 69 packets per minute for 4 minutes before South starts.\nPackets processed by North before South starts: 69 * 4 = 276.\nRemaining packets in the batch: 1728 - 276 = 1452.\nCombined rate of North and South: 69 + 63 = 132 packets per minute.\nTime to finish the remaining packets after South starts: 1452 / 132 = 11 minutes.\n#### 11", "source": "tp_wordproblem", "tid": "6f8d18fad3", "level": "general"}
+{"prompt": "Question: Two edge servers share a batch of 1,420 images. Red works at 68 images per minute and Blue at 40 images per minute. If Red gets a 5-minute head start, how many minutes after Blue starts are all images processed?\nAnswer:", "response": " Red processes 68 images per minute for 5 minutes before Blue starts.\nImages processed by Red before Blue starts: 68 * 5 = 340.\nRemaining images in the batch: 1420 - 340 = 1080.\nCombined rate of Red and Blue: 68 + 40 = 108 images per minute.\nTime to finish the remaining images after Blue starts: 1080 / 108 = 10 minutes.\n#### 10", "source": "tp_wordproblem", "tid": "6f8d18fad3", "level": "general"}
+{"prompt": "Question: A batch of 990 files must be processed by two processors. Alpha handles 84 files per minute while Blue handles 50 files per minute. Alpha begins 7 minutes earlier. How many minutes after Blue starts will the entire batch be finished?\nAnswer:", "response": " Alpha processes 84 files per minute for 7 minutes before Blue starts.\nFiles processed by Alpha before Blue starts: 84 * 7 = 588.\nRemaining files in the batch: 990 - 588 = 402.\nCombined rate of Alpha and Blue: 84 + 50 = 134 files per minute.\nTime to finish the remaining files after Blue starts: 402 / 134 = 3 minutes.\n#### 3", "source": "tp_wordproblem", "tid": "6f8d18fad3", "level": "general"}
+{"prompt": "Question: A batch of 1,110 frames must be processed by two renderers. Red handles 40 frames per minute while Blue handles 51 frames per minute. Red begins 5 minutes earlier. How many minutes after Blue starts will the entire batch be finished?\nAnswer:", "response": " Red processes 40 frames per minute for 5 minutes before Blue starts.\nFrames processed by Red before Blue starts: 40 * 5 = 200.\nRemaining frames in the batch: 1110 - 200 = 910.\nCombined rate of Red and Blue: 40 + 51 = 91 frames per minute.\nTime to finish the remaining frames after Blue starts: 910 / 91 = 10 minutes.\n#### 10", "source": "tp_wordproblem", "tid": "6f8d18fad3", "level": "general"}
+{"prompt": "Question: Two processors share a batch of 565 files. Delta works at 47 files per minute and South at 59 files per minute. If Delta gets a 3-minute head start, how many minutes after South starts are all files processed?\nAnswer:", "response": " Delta processes 47 files per minute for 3 minutes before South starts.\nFiles processed by Delta before South starts: 47 * 3 = 141.\nRemaining files in the batch: 565 - 141 = 424.\nCombined rate of Delta and South: 47 + 59 = 106 files per minute.\nTime to finish the remaining files after South starts: 424 / 106 = 4 minutes.\n#### 4", "source": "tp_wordproblem", "tid": "6f8d18fad3", "level": "general"}
+{"prompt": "Question: A batch of 648 images must be processed by two edge servers. Beta handles 36 images per minute while Alpha handles 54 images per minute. Beta begins 3 minutes earlier. How many minutes after Alpha starts will the entire batch be finished?\nAnswer:", "response": " Beta processes 36 images per minute for 3 minutes before Alpha starts.\nImages processed by Beta before Alpha starts: 36 * 3 = 108.\nRemaining images in the batch: 648 - 108 = 540.\nCombined rate of Beta and Alpha: 36 + 54 = 90 images per minute.\nTime to finish the remaining images after Alpha starts: 540 / 90 = 6 minutes.\n#### 6", "source": "tp_wordproblem", "tid": "6f8d18fad3", "level": "general"}
+{"prompt": "Question: A batch of 396 files must be processed by two processors. Blue handles 46 files per minute while Beta handles 40 files per minute. Blue begins 3 minutes earlier. How many minutes after Beta starts will the entire batch be finished?\nAnswer:", "response": " Blue processes 46 files per minute for 3 minutes before Beta starts.\nFiles processed by Blue before Beta starts: 46 * 3 = 138.\nRemaining files in the batch: 396 - 138 = 258.\nCombined rate of Blue and Beta: 46 + 40 = 86 files per minute.\nTime to finish the remaining files after Beta starts: 258 / 86 = 3 minutes.\n#### 3", "source": "tp_wordproblem", "tid": "6f8d18fad3", "level": "general"}
+{"prompt": "Question: A batch of 630 frames must be processed by two renderers. Beta handles 34 frames per minute while South handles 32 frames per minute. Beta begins 3 minutes earlier. How many minutes after South starts will the entire batch be finished?\nAnswer:", "response": " Beta processes 34 frames per minute for 3 minutes before South starts.\nFrames processed by Beta before South starts: 34 * 3 = 102.\nRemaining frames in the batch: 630 - 102 = 528.\nCombined rate of Beta and South: 34 + 32 = 66 frames per minute.\nTime to finish the remaining frames after South starts: 528 / 66 = 8 minutes.\n#### 8", "source": "tp_wordproblem", "tid": "6f8d18fad3", "level": "general"}
+{"prompt": "Question: Two edge servers are tasked with processing a batch of 582 images. Blue processes 61 images per minute, and South processes 72 images per minute. If Blue starts 3 minutes before South, how many minutes after South begins operation will the batch be completely processed?\nAnswer:", "response": " Blue processes 61 images per minute for 3 minutes before South starts.\nImages processed by Blue before South starts: 61 * 3 = 183.\nRemaining images in the batch: 582 - 183 = 399.\nCombined rate of Blue and South: 61 + 72 = 133 images per minute.\nTime to finish the remaining images after South starts: 399 / 133 = 3 minutes.\n#### 3", "source": "tp_wordproblem", "tid": "6f8d18fad3", "level": "general"}
+{"prompt": "Question: Two edge servers are tasked with processing a batch of 1,033 images. Beta processes 39 images per minute, and Gamma processes 37 images per minute. If Beta starts 7 minutes before Gamma, how many minutes after Gamma begins operation will the batch be completely processed?\nAnswer:", "response": " Beta processes 39 images per minute for 7 minutes before Gamma starts.\nImages processed by Beta before Gamma starts: 39 * 7 = 273.\nRemaining images in the batch: 1033 - 273 = 760.\nCombined rate of Beta and Gamma: 39 + 37 = 76 images per minute.\nTime to finish the remaining images after Gamma starts: 760 / 76 = 10 minutes.\n#### 10", "source": "tp_wordproblem", "tid": "6f8d18fad3", "level": "general"}
+{"prompt": "Question: A batch of 800 files must be processed by two processors. Gamma handles 73 files per minute while Beta handles 36 files per minute. Gamma begins 2 minutes earlier. How many minutes after Beta starts will the entire batch be finished?\nAnswer:", "response": " Gamma processes 73 files per minute for 2 minutes before Beta starts.\nFiles processed by Gamma before Beta starts: 73 * 2 = 146.\nRemaining files in the batch: 800 - 146 = 654.\nCombined rate of Gamma and Beta: 73 + 36 = 109 files per minute.\nTime to finish the remaining files after Beta starts: 654 / 109 = 6 minutes.\n#### 6", "source": "tp_wordproblem", "tid": "6f8d18fad3", "level": "general"}
+{"prompt": "Question: In a hypothetical theater production, there are 8 unique camera angles and 3 unique dance formations. A theater technician needs to configure the show by selecting exactly one camera angle and exactly one dance formation. If the selection of camera angles and dance formations are independent events, how many distinct configurations can be created?\nAnswer:", "response": " There are 8 choices for the camera angle.\nThere are 3 choices for the dance formation.\nThe selections are independent.\nThe total number of distinct configurations is the product of the number of choices for each category.\n8 * 3 = 24\n#### 24", "source": "tp_probability", "tid": "04600d9d67", "level": "general"}
+{"prompt": "Question: A hypothetical recital has 3 unique stage props and 7 unique stage positions. A concert producer must choose exactly one stage prop and exactly one stage position. Assuming the two selections are independent, how many distinct configurations are possible?\nAnswer:", "response": " There are 3 choices for the stage prop.\nThere are 7 choices for the stage position.\nThe selections are independent.\nThe total number of distinct configurations is the product of the number of choices for each category.\n3 * 7 = 21\n#### 21", "source": "tp_probability", "tid": "04600d9d67", "level": "general"}
+{"prompt": "Question: A hypothetical live show has 9 unique instrument sounds and 8 unique costume styles. A live event coordinator must choose exactly one instrument sound and exactly one costume style. Assuming the two selections are independent, how many distinct configurations are possible?\nAnswer:", "response": " There are 9 choices for the instrument sound.\nThere are 8 choices for the costume style.\nThe selections are independent.\nThe total number of distinct configurations is the product of the number of choices for each category.\n9 * 8 = 72\n#### 72", "source": "tp_probability", "tid": "04600d9d67", "level": "general"}
+{"prompt": "Question: A hypothetical recital has 8 unique instrument sounds and 7 unique microphone presets. A production manager must choose exactly one instrument sound and exactly one microphone preset. Assuming the two selections are independent, how many distinct configurations are possible?\nAnswer:", "response": " There are 8 choices for the instrument sound.\nThere are 7 choices for the microphone preset.\nThe selections are independent.\nThe total number of distinct configurations is the product of the number of choices for each category.\n8 * 7 = 56\n#### 56", "source": "tp_probability", "tid": "04600d9d67", "level": "general"}
+{"prompt": "Question: For a hypothetical festival show, 8 unique entrance cues and 3 unique tempo choices are available. A production manager selects exactly one entrance cue and exactly one tempo choice. If the choices are independent, how many distinct configurations can be made?\nAnswer:", "response": " There are 8 choices for the entrance cue.\nThere are 3 choices for the tempo choice.\nThe selections are independent.\nThe total number of distinct configurations is the product of the number of choices for each category.\n8 * 3 = 24\n#### 24", "source": "tp_probability", "tid": "04600d9d67", "level": "general"}
+{"prompt": "Question: A hypothetical festival show has 8 unique stage positions and 9 unique camera angles. A live event coordinator must choose exactly one stage position and exactly one camera angle. Assuming the two selections are independent, how many distinct configurations are possible?\nAnswer:", "response": " There are 8 choices for the stage position.\nThere are 9 choices for the camera angle.\nThe selections are independent.\nThe total number of distinct configurations is the product of the number of choices for each category.\n8 * 9 = 72\n#### 72", "source": "tp_probability", "tid": "04600d9d67", "level": "general"}
+{"prompt": "Question: For a hypothetical theater production, 7 unique instrument sounds and 3 unique microphone presets are available. A concert producer selects exactly one instrument sound and exactly one microphone preset. If the choices are independent, how many distinct configurations can be made?\nAnswer:", "response": " There are 7 choices for the instrument sound.\nThere are 3 choices for the microphone preset.\nThe selections are independent.\nThe total number of distinct configurations is the product of the number of choices for each category.\n7 * 3 = 21\n#### 21", "source": "tp_probability", "tid": "04600d9d67", "level": "general"}
+{"prompt": "Question: In a hypothetical live show, there are 3 unique backdrop designs and 7 unique costume styles. A production manager needs to configure the show by selecting exactly one backdrop design and exactly one costume style. If the selection of backdrop designs and costume styles are independent events, how many distinct configurations can be created?\nAnswer:", "response": " There are 3 choices for the backdrop design.\nThere are 7 choices for the costume style.\nThe selections are independent.\nThe total number of distinct configurations is the product of the number of choices for each category.\n3 * 7 = 21\n#### 21", "source": "tp_probability", "tid": "04600d9d67", "level": "general"}
+{"prompt": "Question: For a hypothetical theater production, 9 unique dance formations and 8 unique stage props are available. A show director selects exactly one dance formation and exactly one stage prop. If the choices are independent, how many distinct configurations can be made?\nAnswer:", "response": " There are 9 choices for the dance formation.\nThere are 8 choices for the stage prop.\nThe selections are independent.\nThe total number of distinct configurations is the product of the number of choices for each category.\n9 * 8 = 72\n#### 72", "source": "tp_probability", "tid": "04600d9d67", "level": "general"}
+{"prompt": "Question: In a hypothetical festival show, there are 6 unique microphone presets and 3 unique stage props. A theater technician needs to configure the show by selecting exactly one microphone preset and exactly one stage prop. If the selection of microphone presets and stage props are independent events, how many distinct configurations can be created?\nAnswer:", "response": " There are 6 choices for the microphone preset.\nThere are 3 choices for the stage prop.\nThe selections are independent.\nThe total number of distinct configurations is the product of the number of choices for each category.\n6 * 3 = 18\n#### 18", "source": "tp_probability", "tid": "04600d9d67", "level": "general"}
+{"prompt": "Question: A hypothetical recital has 9 unique stage positions and 6 unique stage props. A theater technician must choose exactly one stage position and exactly one stage prop. Assuming the two selections are independent, how many distinct configurations are possible?\nAnswer:", "response": " There are 9 choices for the stage position.\nThere are 6 choices for the stage prop.\nThe selections are independent.\nThe total number of distinct configurations is the product of the number of choices for each category.\n9 * 6 = 54\n#### 54", "source": "tp_probability", "tid": "04600d9d67", "level": "general"}
+{"prompt": "Question: A hypothetical live show has 7 unique color palettes and 8 unique camera angles. A theater technician must choose exactly one color palette and exactly one camera angle. Assuming the two selections are independent, how many distinct configurations are possible?\nAnswer:", "response": " There are 7 choices for the color palette.\nThere are 8 choices for the camera angle.\nThe selections are independent.\nThe total number of distinct configurations is the product of the number of choices for each category.\n7 * 8 = 56\n#### 56", "source": "tp_probability", "tid": "04600d9d67", "level": "general"}
+{"prompt": "Question: In a hypothetical live show, there are 7 unique costume styles and 6 unique camera angles. A production manager needs to configure the show by selecting exactly one costume style and exactly one camera angle. If the selection of costume styles and camera angles are independent events, how many distinct configurations can be created?\nAnswer:", "response": " There are 7 choices for the costume style.\nThere are 6 choices for the camera angle.\nThe selections are independent.\nThe total number of distinct configurations is the product of the number of choices for each category.\n7 * 6 = 42\n#### 42", "source": "tp_probability", "tid": "04600d9d67", "level": "general"}
+{"prompt": "Question: In a hypothetical festival show, there are 8 unique entrance cues and 7 unique costume styles. A production manager needs to configure the show by selecting exactly one entrance cue and exactly one costume style. If the selection of entrance cues and costume styles are independent events, how many distinct configurations can be created?\nAnswer:", "response": " There are 8 choices for the entrance cue.\nThere are 7 choices for the costume style.\nThe selections are independent.\nThe total number of distinct configurations is the product of the number of choices for each category.\n8 * 7 = 56\n#### 56", "source": "tp_probability", "tid": "04600d9d67", "level": "general"}
+{"prompt": "Question: A hypothetical theater production has 9 unique instrument sounds and 3 unique backdrop designs. A theater technician must choose exactly one instrument sound and exactly one backdrop design. Assuming the two selections are independent, how many distinct configurations are possible?\nAnswer:", "response": " There are 9 choices for the instrument sound.\nThere are 3 choices for the backdrop design.\nThe selections are independent.\nThe total number of distinct configurations is the product of the number of choices for each category.\n9 * 3 = 27\n#### 27", "source": "tp_probability", "tid": "04600d9d67", "level": "general"}
+{"prompt": "Question: A hypothetical recital has 3 unique microphone presets and 8 unique stage positions. A live event coordinator must choose exactly one microphone preset and exactly one stage position. Assuming the two selections are independent, how many distinct configurations are possible?\nAnswer:", "response": " There are 3 choices for the microphone preset.\nThere are 8 choices for the stage position.\nThe selections are independent.\nThe total number of distinct configurations is the product of the number of choices for each category.\n3 * 8 = 24\n#### 24", "source": "tp_probability", "tid": "04600d9d67", "level": "general"}
+{"prompt": "Question: For a hypothetical festival show, 7 unique stage positions and 9 unique dance formations are available. A concert producer selects exactly one stage position and exactly one dance formation. If the choices are independent, how many distinct configurations can be made?\nAnswer:", "response": " There are 7 choices for the stage position.\nThere are 9 choices for the dance formation.\nThe selections are independent.\nThe total number of distinct configurations is the product of the number of choices for each category.\n7 * 9 = 63\n#### 63", "source": "tp_probability", "tid": "04600d9d67", "level": "general"}
+{"prompt": "Question: In a hypothetical stage performance, there are 8 unique instrument sounds and 9 unique stage props. A live event coordinator needs to configure the show by selecting exactly one instrument sound and exactly one stage prop. If the selection of instrument sounds and stage props are independent events, how many distinct configurations can be created?\nAnswer:", "response": " There are 8 choices for the instrument sound.\nThere are 9 choices for the stage prop.\nThe selections are independent.\nThe total number of distinct configurations is the product of the number of choices for each category.\n8 * 9 = 72\n#### 72", "source": "tp_probability", "tid": "04600d9d67", "level": "general"}
+{"prompt": "Question: A hypothetical live show has 8 unique entrance cues and 9 unique stage props. A production manager must choose exactly one entrance cue and exactly one stage prop. Assuming the two selections are independent, how many distinct configurations are possible?\nAnswer:", "response": " There are 8 choices for the entrance cue.\nThere are 9 choices for the stage prop.\nThe selections are independent.\nThe total number of distinct configurations is the product of the number of choices for each category.\n8 * 9 = 72\n#### 72", "source": "tp_probability", "tid": "04600d9d67", "level": "general"}
+{"prompt": "Question: For a hypothetical live show, 3 unique instrument sounds and 8 unique stage props are available. A theater technician selects exactly one instrument sound and exactly one stage prop. If the choices are independent, how many distinct configurations can be made?\nAnswer:", "response": " There are 3 choices for the instrument sound.\nThere are 8 choices for the stage prop.\nThe selections are independent.\nThe total number of distinct configurations is the product of the number of choices for each category.\n3 * 8 = 24\n#### 24", "source": "tp_probability", "tid": "04600d9d67", "level": "general"}
+{"prompt": "Question: A hypothetical festival show has 3 unique microphone presets and 6 unique camera angles. A concert producer must choose exactly one microphone preset and exactly one camera angle. Assuming the two selections are independent, how many distinct configurations are possible?\nAnswer:", "response": " There are 3 choices for the microphone preset.\nThere are 6 choices for the camera angle.\nThe selections are independent.\nThe total number of distinct configurations is the product of the number of choices for each category.\n3 * 6 = 18\n#### 18", "source": "tp_probability", "tid": "04600d9d67", "level": "general"}
+{"prompt": "Question: A hypothetical stage performance has 9 unique tempo choices and 6 unique instrument sounds. A production manager must choose exactly one tempo choice and exactly one instrument sound. Assuming the two selections are independent, how many distinct configurations are possible?\nAnswer:", "response": " There are 9 choices for the tempo choice.\nThere are 6 choices for the instrument sound.\nThe selections are independent.\nThe total number of distinct configurations is the product of the number of choices for each category.\n9 * 6 = 54\n#### 54", "source": "tp_probability", "tid": "04600d9d67", "level": "general"}
+{"prompt": "Question: For a hypothetical theater production, 6 unique tempo choices and 9 unique dance formations are available. A theater technician selects exactly one tempo choice and exactly one dance formation. If the choices are independent, how many distinct configurations can be made?\nAnswer:", "response": " There are 6 choices for the tempo choice.\nThere are 9 choices for the dance formation.\nThe selections are independent.\nThe total number of distinct configurations is the product of the number of choices for each category.\n6 * 9 = 54\n#### 54", "source": "tp_probability", "tid": "04600d9d67", "level": "general"}
+{"prompt": "Question: In a hypothetical recital, there are 8 unique microphone presets and 9 unique costume styles. A live event coordinator needs to configure the show by selecting exactly one microphone preset and exactly one costume style. If the selection of microphone presets and costume styles are independent events, how many distinct configurations can be created?\nAnswer:", "response": " There are 8 choices for the microphone preset.\nThere are 9 choices for the costume style.\nThe selections are independent.\nThe total number of distinct configurations is the product of the number of choices for each category.\n8 * 9 = 72\n#### 72", "source": "tp_probability", "tid": "04600d9d67", "level": "general"}
+{"prompt": "Question: A hypothetical festival show has 3 unique camera angles and 9 unique dance formations. A show director must choose exactly one camera angle and exactly one dance formation. Assuming the two selections are independent, how many distinct configurations are possible?\nAnswer:", "response": " There are 3 choices for the camera angle.\nThere are 9 choices for the dance formation.\nThe selections are independent.\nThe total number of distinct configurations is the product of the number of choices for each category.\n3 * 9 = 27\n#### 27", "source": "tp_probability", "tid": "04600d9d67", "level": "general"}
+{"prompt": "Question: For a hypothetical stage performance, 6 unique color palettes and 3 unique instrument sounds are available. A concert producer selects exactly one color palette and exactly one instrument sound. If the choices are independent, how many distinct configurations can be made?\nAnswer:", "response": " There are 6 choices for the color palette.\nThere are 3 choices for the instrument sound.\nThe selections are independent.\nThe total number of distinct configurations is the product of the number of choices for each category.\n6 * 3 = 18\n#### 18", "source": "tp_probability", "tid": "04600d9d67", "level": "general"}
+{"prompt": "Question: For a hypothetical stage performance, 3 unique backdrop designs and 9 unique camera angles are available. A concert producer selects exactly one backdrop design and exactly one camera angle. If the choices are independent, how many distinct configurations can be made?\nAnswer:", "response": " There are 3 choices for the backdrop design.\nThere are 9 choices for the camera angle.\nThe selections are independent.\nThe total number of distinct configurations is the product of the number of choices for each category.\n3 * 9 = 27\n#### 27", "source": "tp_probability", "tid": "04600d9d67", "level": "general"}
+{"prompt": "Question: In a hypothetical recital, there are 3 unique stage props and 6 unique stage positions. A concert producer needs to configure the show by selecting exactly one stage prop and exactly one stage position. If the selection of stage props and stage positions are independent events, how many distinct configurations can be created?\nAnswer:", "response": " There are 3 choices for the stage prop.\nThere are 6 choices for the stage position.\nThe selections are independent.\nThe total number of distinct configurations is the product of the number of choices for each category.\n3 * 6 = 18\n#### 18", "source": "tp_probability", "tid": "04600d9d67", "level": "general"}
+{"prompt": "Question: A hypothetical live show has 8 unique visual overlays and 9 unique backdrop designs. A theater technician must choose exactly one visual overlay and exactly one backdrop design. Assuming the two selections are independent, how many distinct configurations are possible?\nAnswer:", "response": " There are 8 choices for the visual overlay.\nThere are 9 choices for the backdrop design.\nThe selections are independent.\nThe total number of distinct configurations is the product of the number of choices for each category.\n8 * 9 = 72\n#### 72", "source": "tp_probability", "tid": "04600d9d67", "level": "general"}
+{"prompt": "Question: For a hypothetical festival show, 9 unique entrance cues and 7 unique tempo choices are available. A concert producer selects exactly one entrance cue and exactly one tempo choice. If the choices are independent, how many distinct configurations can be made?\nAnswer:", "response": " There are 9 choices for the entrance cue.\nThere are 7 choices for the tempo choice.\nThe selections are independent.\nThe total number of distinct configurations is the product of the number of choices for each category.\n9 * 7 = 63\n#### 63", "source": "tp_probability", "tid": "04600d9d67", "level": "general"}
+{"prompt": "Question: For a hypothetical live show, 3 unique tempo choices and 9 unique costume styles are available. A theater technician selects exactly one tempo choice and exactly one costume style. If the choices are independent, how many distinct configurations can be made?\nAnswer:", "response": " There are 3 choices for the tempo choice.\nThere are 9 choices for the costume style.\nThe selections are independent.\nThe total number of distinct configurations is the product of the number of choices for each category.\n3 * 9 = 27\n#### 27", "source": "tp_probability", "tid": "04600d9d67", "level": "general"}
+{"prompt": "Question: A hypothetical stage performance has 9 unique color palettes and 3 unique dance formations. A show director must choose exactly one color palette and exactly one dance formation. Assuming the two selections are independent, how many distinct configurations are possible?\nAnswer:", "response": " There are 9 choices for the color palette.\nThere are 3 choices for the dance formation.\nThe selections are independent.\nThe total number of distinct configurations is the product of the number of choices for each category.\n9 * 3 = 27\n#### 27", "source": "tp_probability", "tid": "04600d9d67", "level": "general"}
+{"prompt": "Question: A hypothetical live show has 8 unique costume styles and 9 unique dance formations. A theater technician must choose exactly one costume style and exactly one dance formation. Assuming the two selections are independent, how many distinct configurations are possible?\nAnswer:", "response": " There are 8 choices for the costume style.\nThere are 9 choices for the dance formation.\nThe selections are independent.\nThe total number of distinct configurations is the product of the number of choices for each category.\n8 * 9 = 72\n#### 72", "source": "tp_probability", "tid": "04600d9d67", "level": "general"}
+{"prompt": "Question: In a hypothetical theater production, there are 6 unique microphone presets and 8 unique stage props. A concert producer needs to configure the show by selecting exactly one microphone preset and exactly one stage prop. If the selection of microphone presets and stage props are independent events, how many distinct configurations can be created?\nAnswer:", "response": " There are 6 choices for the microphone preset.\nThere are 8 choices for the stage prop.\nThe selections are independent.\nThe total number of distinct configurations is the product of the number of choices for each category.\n6 * 8 = 48\n#### 48", "source": "tp_probability", "tid": "04600d9d67", "level": "general"}
+{"prompt": "Question: In a hypothetical recital, there are 3 unique stage props and 6 unique entrance cues. A show director needs to configure the show by selecting exactly one stage prop and exactly one entrance cue. If the selection of stage props and entrance cues are independent events, how many distinct configurations can be created?\nAnswer:", "response": " There are 3 choices for the stage prop.\nThere are 6 choices for the entrance cue.\nThe selections are independent.\nThe total number of distinct configurations is the product of the number of choices for each category.\n3 * 6 = 18\n#### 18", "source": "tp_probability", "tid": "04600d9d67", "level": "general"}
+{"prompt": "Question: A hypothetical theater production has 8 unique backdrop designs and 6 unique costume styles. A show director must choose exactly one backdrop design and exactly one costume style. Assuming the two selections are independent, how many distinct configurations are possible?\nAnswer:", "response": " There are 8 choices for the backdrop design.\nThere are 6 choices for the costume style.\nThe selections are independent.\nThe total number of distinct configurations is the product of the number of choices for each category.\n8 * 6 = 48\n#### 48", "source": "tp_probability", "tid": "04600d9d67", "level": "general"}
+{"prompt": "Question: A hypothetical theater production has 8 unique entrance cues and 3 unique stage props. A show director must choose exactly one entrance cue and exactly one stage prop. Assuming the two selections are independent, how many distinct configurations are possible?\nAnswer:", "response": " There are 8 choices for the entrance cue.\nThere are 3 choices for the stage prop.\nThe selections are independent.\nThe total number of distinct configurations is the product of the number of choices for each category.\n8 * 3 = 24\n#### 24", "source": "tp_probability", "tid": "04600d9d67", "level": "general"}
+{"prompt": "Question: In a hypothetical theater production, there are 3 unique visual overlays and 9 unique microphone presets. A show director needs to configure the show by selecting exactly one visual overlay and exactly one microphone preset. If the selection of visual overlays and microphone presets are independent events, how many distinct configurations can be created?\nAnswer:", "response": " There are 3 choices for the visual overlay.\nThere are 9 choices for the microphone preset.\nThe selections are independent.\nThe total number of distinct configurations is the product of the number of choices for each category.\n3 * 9 = 27\n#### 27", "source": "tp_probability", "tid": "04600d9d67", "level": "general"}
+{"prompt": "Question: A hypothetical theater production has 3 unique backdrop designs and 6 unique costume styles. A live event coordinator must choose exactly one backdrop design and exactly one costume style. Assuming the two selections are independent, how many distinct configurations are possible?\nAnswer:", "response": " There are 3 choices for the backdrop design.\nThere are 6 choices for the costume style.\nThe selections are independent.\nThe total number of distinct configurations is the product of the number of choices for each category.\n3 * 6 = 18\n#### 18", "source": "tp_probability", "tid": "04600d9d67", "level": "general"}
+{"prompt": "Question: A hypothetical theater production has 6 unique visual overlays and 7 unique stage props. A concert producer must choose exactly one visual overlay and exactly one stage prop. Assuming the two selections are independent, how many distinct configurations are possible?\nAnswer:", "response": " There are 6 choices for the visual overlay.\nThere are 7 choices for the stage prop.\nThe selections are independent.\nThe total number of distinct configurations is the product of the number of choices for each category.\n6 * 7 = 42\n#### 42", "source": "tp_probability", "tid": "04600d9d67", "level": "general"}
+{"prompt": "Question: The share price of Apex Ltd is £100.35 and its earnings per share is £2.50. Find the Price-to-Earnings (P/E) ratio, rounded to two decimal places.\nAnswer:", "response": " P/E ratio = stock price / earnings per share\nP/E ratio = £100.35 / £2.50\nP/E ratio = 40.14\n#### 40.14", "source": "tp_finance", "tid": "5d3ab9ab5f", "level": "general"}
+{"prompt": "Question: A company, Beta Co, has a current stock price of $34.30 and earnings per share of $3.50. Calculate its Price-to-Earnings (P/E) ratio, rounding to two decimal places.\nAnswer:", "response": " P/E ratio = stock price / earnings per share\nP/E ratio = $34.30 / $3.50\nP/E ratio = 9.80\n#### 9.80", "source": "tp_finance", "tid": "5d3ab9ab5f", "level": "general"}
+{"prompt": "Question: A company, Apex Inc, has a current stock price of £476.70 and earnings per share of £10.00. Calculate its Price-to-Earnings (P/E) ratio, rounding to two decimal places.\nAnswer:", "response": " P/E ratio = stock price / earnings per share\nP/E ratio = £476.70 / £10.00\nP/E ratio = 47.67\n#### 47.67", "source": "tp_finance", "tid": "5d3ab9ab5f", "level": "general"}
+{"prompt": "Question: The share price of Nova Inc is €434.53 and its earnings per share is €9.50. Find the Price-to-Earnings (P/E) ratio, rounded to two decimal places.\nAnswer:", "response": " P/E ratio = stock price / earnings per share\nP/E ratio = €434.53 / €9.50\nP/E ratio = 45.74\n#### 45.74", "source": "tp_finance", "tid": "5d3ab9ab5f", "level": "general"}
+{"prompt": "Question: A company, Pinnacle Co, has a current stock price of €78.98 and earnings per share of €2.00. Calculate its Price-to-Earnings (P/E) ratio, rounding to two decimal places.\nAnswer:", "response": " P/E ratio = stock price / earnings per share\nP/E ratio = €78.98 / €2.00\nP/E ratio = 39.49\n#### 39.49", "source": "tp_finance", "tid": "5d3ab9ab5f", "level": "general"}
+{"prompt": "Question: Orbit Group has a share price of €311.99 and reports EPS of €7.00. What is the P/E ratio? Round your answer to two decimal places.\nAnswer:", "response": " P/E ratio = stock price / earnings per share\nP/E ratio = €311.99 / €7.00\nP/E ratio = 44.57\n#### 44.57", "source": "tp_finance", "tid": "5d3ab9ab5f", "level": "general"}
+{"prompt": "Question: A company, Delta Group, has a current stock price of £33.39 and earnings per share of £1.00. Calculate its Price-to-Earnings (P/E) ratio, rounding to two decimal places.\nAnswer:", "response": " P/E ratio = stock price / earnings per share\nP/E ratio = £33.39 / £1.00\nP/E ratio = 33.39\n#### 33.39", "source": "tp_finance", "tid": "5d3ab9ab5f", "level": "general"}
+{"prompt": "Question: A company, Gamma Ltd, has a current stock price of €76.30 and earnings per share of €10.00. Calculate its Price-to-Earnings (P/E) ratio, rounding to two decimal places.\nAnswer:", "response": " P/E ratio = stock price / earnings per share\nP/E ratio = €76.30 / €10.00\nP/E ratio = 7.63\n#### 7.63", "source": "tp_finance", "tid": "5d3ab9ab5f", "level": "general"}
+{"prompt": "Question: Nova Corp reports earnings per share (EPS) of €8.00 and a current stock price of €380.64. Calculate the Price-to-Earnings (P/E) ratio for this company, rounding to two decimal places.\nAnswer:", "response": " P/E ratio = stock price / earnings per share\nP/E ratio = €380.64 / €8.00\nP/E ratio = 47.58\n#### 47.58", "source": "tp_finance", "tid": "5d3ab9ab5f", "level": "general"}
+{"prompt": "Question: The share price of Vista Corp is €19.76 and its earnings per share is €1.00. Find the Price-to-Earnings (P/E) ratio, rounded to two decimal places.\nAnswer:", "response": " P/E ratio = stock price / earnings per share\nP/E ratio = €19.76 / €1.00\nP/E ratio = 19.76\n#### 19.76", "source": "tp_finance", "tid": "5d3ab9ab5f", "level": "general"}
+{"prompt": "Question: The share price of Beta Group is $227.07 and its earnings per share is $9.00. Find the Price-to-Earnings (P/E) ratio, rounded to two decimal places.\nAnswer:", "response": " P/E ratio = stock price / earnings per share\nP/E ratio = $227.07 / $9.00\nP/E ratio = 25.23\n#### 25.23", "source": "tp_finance", "tid": "5d3ab9ab5f", "level": "general"}
+{"prompt": "Question: The share price of Alpha Group is £147.21 and its earnings per share is £4.20. Find the Price-to-Earnings (P/E) ratio, rounded to two decimal places.\nAnswer:", "response": " P/E ratio = stock price / earnings per share\nP/E ratio = £147.21 / £4.20\nP/E ratio = 35.05\n#### 35.05", "source": "tp_finance", "tid": "5d3ab9ab5f", "level": "general"}
+{"prompt": "Question: Gamma Group reports earnings per share (EPS) of £3.50 and a current stock price of £114.52. Calculate the Price-to-Earnings (P/E) ratio for this company, rounding to two decimal places.\nAnswer:", "response": " P/E ratio = stock price / earnings per share\nP/E ratio = £114.52 / £3.50\nP/E ratio = 32.72\n#### 32.72", "source": "tp_finance", "tid": "5d3ab9ab5f", "level": "general"}
+{"prompt": "Question: Gamma Co reports earnings per share (EPS) of €5.00 and a current stock price of €226.45. Calculate the Price-to-Earnings (P/E) ratio for this company, rounding to two decimal places.\nAnswer:", "response": " P/E ratio = stock price / earnings per share\nP/E ratio = €226.45 / €5.00\nP/E ratio = 45.29\n#### 45.29", "source": "tp_finance", "tid": "5d3ab9ab5f", "level": "general"}
+{"prompt": "Question: The share price of Delta Ltd is £47.23 and its earnings per share is £1.00. Find the Price-to-Earnings (P/E) ratio, rounded to two decimal places.\nAnswer:", "response": " P/E ratio = stock price / earnings per share\nP/E ratio = £47.23 / £1.00\nP/E ratio = 47.23\n#### 47.23", "source": "tp_finance", "tid": "5d3ab9ab5f", "level": "general"}
+{"prompt": "Question: The share price of Omega Group is €118.80 and its earnings per share is €8.80. Find the Price-to-Earnings (P/E) ratio, rounded to two decimal places.\nAnswer:", "response": " P/E ratio = stock price / earnings per share\nP/E ratio = €118.80 / €8.80\nP/E ratio = 13.50\n#### 13.50", "source": "tp_finance", "tid": "5d3ab9ab5f", "level": "general"}
+{"prompt": "Question: A company, Orbit Ltd, has a current stock price of €244.16 and earnings per share of €7.00. Calculate its Price-to-Earnings (P/E) ratio, rounding to two decimal places.\nAnswer:", "response": " P/E ratio = stock price / earnings per share\nP/E ratio = €244.16 / €7.00\nP/E ratio = 34.88\n#### 34.88", "source": "tp_finance", "tid": "5d3ab9ab5f", "level": "general"}
+{"prompt": "Question: Delta Corp has a share price of $333.15 and reports EPS of $7.50. What is the P/E ratio? Round your answer to two decimal places.\nAnswer:", "response": " P/E ratio = stock price / earnings per share\nP/E ratio = $333.15 / $7.50\nP/E ratio = 44.42\n#### 44.42", "source": "tp_finance", "tid": "5d3ab9ab5f", "level": "general"}
+{"prompt": "Question: Beta Inc has a share price of €260.89 and reports EPS of €7.00. What is the P/E ratio? Round your answer to two decimal places.\nAnswer:", "response": " P/E ratio = stock price / earnings per share\nP/E ratio = €260.89 / €7.00\nP/E ratio = 37.27\n#### 37.27", "source": "tp_finance", "tid": "5d3ab9ab5f", "level": "general"}
+{"prompt": "Question: The share price of Delta Corp is £40.95 and its earnings per share is £5.25. Find the Price-to-Earnings (P/E) ratio, rounded to two decimal places.\nAnswer:", "response": " P/E ratio = stock price / earnings per share\nP/E ratio = £40.95 / £5.25\nP/E ratio = 7.80\n#### 7.80", "source": "tp_finance", "tid": "5d3ab9ab5f", "level": "general"}
+{"prompt": "Question: A company, Vista Group, has a current stock price of €14.23 and earnings per share of €1.00. Calculate its Price-to-Earnings (P/E) ratio, rounding to two decimal places.\nAnswer:", "response": " P/E ratio = stock price / earnings per share\nP/E ratio = €14.23 / €1.00\nP/E ratio = 14.23\n#### 14.23", "source": "tp_finance", "tid": "5d3ab9ab5f", "level": "general"}
+{"prompt": "Question: Gamma Co has a share price of £300.70 and reports EPS of £6.20. What is the P/E ratio? Round your answer to two decimal places.\nAnswer:", "response": " P/E ratio = stock price / earnings per share\nP/E ratio = £300.70 / £6.20\nP/E ratio = 48.50\n#### 48.50", "source": "tp_finance", "tid": "5d3ab9ab5f", "level": "general"}
+{"prompt": "Question: The share price of Pinnacle Ltd is £118.80 and its earnings per share is £7.50. Find the Price-to-Earnings (P/E) ratio, rounded to two decimal places.\nAnswer:", "response": " P/E ratio = stock price / earnings per share\nP/E ratio = £118.80 / £7.50\nP/E ratio = 15.84\n#### 15.84", "source": "tp_finance", "tid": "5d3ab9ab5f", "level": "general"}
+{"prompt": "Question: Vista Inc has a share price of $360.16 and reports EPS of $8.00. What is the P/E ratio? Round your answer to two decimal places.\nAnswer:", "response": " P/E ratio = stock price / earnings per share\nP/E ratio = $360.16 / $8.00\nP/E ratio = 45.02\n#### 45.02", "source": "tp_finance", "tid": "5d3ab9ab5f", "level": "general"}
+{"prompt": "Question: Apex Ltd reports earnings per share (EPS) of €8.50 and a current stock price of €55.76. Calculate the Price-to-Earnings (P/E) ratio for this company, rounding to two decimal places.\nAnswer:", "response": " P/E ratio = stock price / earnings per share\nP/E ratio = €55.76 / €8.50\nP/E ratio = 6.56\n#### 6.56", "source": "tp_finance", "tid": "5d3ab9ab5f", "level": "general"}
+{"prompt": "Question: A company, Alpha Inc, has a current stock price of $22.19 and earnings per share of $1.00. Calculate its Price-to-Earnings (P/E) ratio, rounding to two decimal places.\nAnswer:", "response": " P/E ratio = stock price / earnings per share\nP/E ratio = $22.19 / $1.00\nP/E ratio = 22.19\n#### 22.19", "source": "tp_finance", "tid": "5d3ab9ab5f", "level": "general"}
+{"prompt": "Question: Omega Group has a share price of €56.72 and reports EPS of €8.00. What is the P/E ratio? Round your answer to two decimal places.\nAnswer:", "response": " P/E ratio = stock price / earnings per share\nP/E ratio = €56.72 / €8.00\nP/E ratio = 7.09\n#### 7.09", "source": "tp_finance", "tid": "5d3ab9ab5f", "level": "general"}
+{"prompt": "Question: A company, Beta Co, has a current stock price of $16.65 and earnings per share of $2.50. Calculate its Price-to-Earnings (P/E) ratio, rounding to two decimal places.\nAnswer:", "response": " P/E ratio = stock price / earnings per share\nP/E ratio = $16.65 / $2.50\nP/E ratio = 6.66\n#### 6.66", "source": "tp_finance", "tid": "5d3ab9ab5f", "level": "general"}
+{"prompt": "Question: The share price of Apex Ltd is £428.90 and its earnings per share is £10.00. Find the Price-to-Earnings (P/E) ratio, rounded to two decimal places.\nAnswer:", "response": " P/E ratio = stock price / earnings per share\nP/E ratio = £428.90 / £10.00\nP/E ratio = 42.89\n#### 42.89", "source": "tp_finance", "tid": "5d3ab9ab5f", "level": "general"}
+{"prompt": "Question: The share price of Gamma Co is €272.34 and its earnings per share is €9.00. Find the Price-to-Earnings (P/E) ratio, rounded to two decimal places.\nAnswer:", "response": " P/E ratio = stock price / earnings per share\nP/E ratio = €272.34 / €9.00\nP/E ratio = 30.26\n#### 30.26", "source": "tp_finance", "tid": "5d3ab9ab5f", "level": "general"}
+{"prompt": "Question: A company, Pinnacle Inc, has a current stock price of €71.55 and earnings per share of €7.50. Calculate its Price-to-Earnings (P/E) ratio, rounding to two decimal places.\nAnswer:", "response": " P/E ratio = stock price / earnings per share\nP/E ratio = €71.55 / €7.50\nP/E ratio = 9.54\n#### 9.54", "source": "tp_finance", "tid": "5d3ab9ab5f", "level": "general"}
+{"prompt": "Question: Nova Ltd has a share price of £8.23 and reports EPS of £1.00. What is the P/E ratio? Round your answer to two decimal places.\nAnswer:", "response": " P/E ratio = stock price / earnings per share\nP/E ratio = £8.23 / £1.00\nP/E ratio = 8.23\n#### 8.23", "source": "tp_finance", "tid": "5d3ab9ab5f", "level": "general"}
+{"prompt": "Question: A company, Apex Inc, has a current stock price of $348.46 and earnings per share of $9.50. Calculate its Price-to-Earnings (P/E) ratio, rounding to two decimal places.\nAnswer:", "response": " P/E ratio = stock price / earnings per share\nP/E ratio = $348.46 / $9.50\nP/E ratio = 36.68\n#### 36.68", "source": "tp_finance", "tid": "5d3ab9ab5f", "level": "general"}
+{"prompt": "Question: Vista Corp reports earnings per share (EPS) of €4.40 and a current stock price of €97.46. Calculate the Price-to-Earnings (P/E) ratio for this company, rounding to two decimal places.\nAnswer:", "response": " P/E ratio = stock price / earnings per share\nP/E ratio = €97.46 / €4.40\nP/E ratio = 22.15\n#### 22.15", "source": "tp_finance", "tid": "5d3ab9ab5f", "level": "general"}
+{"prompt": "Question: Beta Corp reports earnings per share (EPS) of $2.00 and a current stock price of $16.18. Calculate the Price-to-Earnings (P/E) ratio for this company, rounding to two decimal places.\nAnswer:", "response": " P/E ratio = stock price / earnings per share\nP/E ratio = $16.18 / $2.00\nP/E ratio = 8.09\n#### 8.09", "source": "tp_finance", "tid": "5d3ab9ab5f", "level": "general"}
+{"prompt": "Question: Omega Inc reports earnings per share (EPS) of £2.40 and a current stock price of £99.00. Calculate the Price-to-Earnings (P/E) ratio for this company, rounding to two decimal places.\nAnswer:", "response": " P/E ratio = stock price / earnings per share\nP/E ratio = £99.00 / £2.40\nP/E ratio = 41.25\n#### 41.25", "source": "tp_finance", "tid": "5d3ab9ab5f", "level": "general"}
+{"prompt": "Question: Beta Corp has a share price of £78.14 and reports EPS of £2.00. What is the P/E ratio? Round your answer to two decimal places.\nAnswer:", "response": " P/E ratio = stock price / earnings per share\nP/E ratio = £78.14 / £2.00\nP/E ratio = 39.07\n#### 39.07", "source": "tp_finance", "tid": "5d3ab9ab5f", "level": "general"}
+{"prompt": "Question: Vista Corp reports earnings per share (EPS) of £6.60 and a current stock price of £78.54. Calculate the Price-to-Earnings (P/E) ratio for this company, rounding to two decimal places.\nAnswer:", "response": " P/E ratio = stock price / earnings per share\nP/E ratio = £78.54 / £6.60\nP/E ratio = 11.90\n#### 11.90", "source": "tp_finance", "tid": "5d3ab9ab5f", "level": "general"}
+{"prompt": "Question: Omega Inc has a share price of £24.51 and reports EPS of £1.72. What is the P/E ratio? Round your answer to two decimal places.\nAnswer:", "response": " P/E ratio = stock price / earnings per share\nP/E ratio = £24.51 / £1.72\nP/E ratio = 14.25\n#### 14.25", "source": "tp_finance", "tid": "5d3ab9ab5f", "level": "general"}
+{"prompt": "Question: The share price of Beta Corp is £81.12 and its earnings per share is £4.00. Find the Price-to-Earnings (P/E) ratio, rounded to two decimal places.\nAnswer:", "response": " P/E ratio = stock price / earnings per share\nP/E ratio = £81.12 / £4.00\nP/E ratio = 20.28\n#### 20.28", "source": "tp_finance", "tid": "5d3ab9ab5f", "level": "general"}