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sft_v1/tmpl/tp_tp1_1791579407_00000.jsonl
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{"prompt": "Question: A planning group is computing the cost to pave two rural roads. Road East is 27 km long and requires 8 m³ of asphalt per kilometer. Road Oak is 6 km long and requires 7 m³ of asphalt per kilometer. If asphalt costs $28 per cubic meter, what is the total cost to pave both roads?\nAnswer:", "response": " Road East asphalt: 27 × 8 = 216 m³\nRoad Oak asphalt: 6 × 7 = 42 m³\nTotal asphalt: 216 + 42 = 258 m³\nTotal cost: 258 × 28 = 7224\n#### $7224", "source": "tp_wordproblem", "tid": "4cf601b48d", "level": "general"}
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{"prompt": "Question: A local council is budgeting for the paving of two rural roads. Road A is 30 km long and requires 8 m³ of asphalt per kilometer. Road D is 5 km long and requires 4 m³ of asphalt per kilometer. If asphalt costs $72 per cubic meter, how much will it cost to pave both roads?\nAnswer:", "response": " Road A asphalt: 30 × 8 = 240 m³\nRoad D asphalt: 5 × 4 = 20 m³\nTotal asphalt: 240 + 20 = 260 m³\nTotal cost: 260 × 72 = 18720\n#### $18720", "source": "tp_wordproblem", "tid": "4cf601b48d", "level": "general"}
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{"prompt": "Question: A planning group is computing the cost to pave two rural roads. Road Main is 16 km long and requires 4 m³ of asphalt per kilometer. Road Mill is 10 km long and requires 4 m³ of asphalt per kilometer. If asphalt costs $55 per cubic meter, what is the total cost to pave both roads?\nAnswer:", "response": " Road Main asphalt: 16 × 4 = 64 m³\nRoad Mill asphalt: 10 × 4 = 40 m³\nTotal asphalt: 64 + 40 = 104 m³\nTotal cost: 104 × 55 = 5720\n#### $5720", "source": "tp_wordproblem", "tid": "4cf601b48d", "level": "general"}
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{"prompt": "Question: A planning group is computing the cost to pave two rural roads. Road West is 14 km long and requires 9 m³ of asphalt per kilometer. Road Main is 10 km long and requires 9 m³ of asphalt per kilometer. If asphalt costs $89 per cubic meter, how much will it cost to pave both roads?\nAnswer:", "response": " Road West asphalt: 14 × 9 = 126 m³\nRoad Main asphalt: 10 × 9 = 90 m³\nTotal asphalt: 126 + 90 = 216 m³\nTotal cost: 216 × 89 = 19224\n#### $19224", "source": "tp_wordproblem", "tid": "4cf601b48d", "level": "general"}
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{"prompt": "Question: A committee is calculating the cost to pave two rural roads. Road East is 26 km long and requires 5 m³ of asphalt per kilometer. Road B is 22 km long and requires 5 m³ of asphalt per kilometer. If asphalt costs $63 per cubic meter, what is the total cost to pave both roads?\nAnswer:", "response": " Road East asphalt: 26 × 5 = 130 m³\nRoad B asphalt: 22 × 5 = 110 m³\nTotal asphalt: 130 + 110 = 240 m³\nTotal cost: 240 × 63 = 15120\n#### $15120", "source": "tp_wordproblem", "tid": "4cf601b48d", "level": "general"}
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{"prompt": "Question: A county board is estimating the cost of paving two rural roads. Road West is 20 km long and requires 6 m³ of asphalt per kilometer. Road East is 16 km long and requires 7 m³ of asphalt per kilometer. If asphalt costs $90 per cubic meter, how much will it cost to pave both roads?\nAnswer:", "response": " Road West asphalt: 20 × 6 = 120 m³\nRoad East asphalt: 16 × 7 = 112 m³\nTotal asphalt: 120 + 112 = 232 m³\nTotal cost: 232 × 90 = 20880\n#### $20880", "source": "tp_wordproblem", "tid": "4cf601b48d", "level": "general"}
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{"prompt": "Question: A local council is budgeting for the paving of two rural roads. Road South is 10 km long and requires 2 m³ of asphalt per kilometer. Road A is 17 km long and requires 5 m³ of asphalt per kilometer. If asphalt costs $93 per cubic meter, what is the total cost to pave both roads?\nAnswer:", "response": " Road South asphalt: 10 × 2 = 20 m³\nRoad A asphalt: 17 × 5 = 85 m³\nTotal asphalt: 20 + 85 = 105 m³\nTotal cost: 105 × 93 = 9765\n#### $9765", "source": "tp_wordproblem", "tid": "4cf601b48d", "level": "general"}
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{"prompt": "Question: A committee is calculating the cost to pave two rural roads. Road A is 8 km long and requires 4 m³ of asphalt per kilometer. Road Mill is 12 km long and requires 5 m³ of asphalt per kilometer. If asphalt costs $86 per cubic meter, what is the total cost to pave both roads?\nAnswer:", "response": " Road A asphalt: 8 × 4 = 32 m³\nRoad Mill asphalt: 12 × 5 = 60 m³\nTotal asphalt: 32 + 60 = 92 m³\nTotal cost: 92 × 86 = 7912\n#### $7912", "source": "tp_wordproblem", "tid": "4cf601b48d", "level": "general"}
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{"prompt": "Question: A county board is estimating the cost of paving two rural roads. Road Main is 13 km long and requires 3 m³ of asphalt per kilometer. Road West is 5 km long and requires 2 m³ of asphalt per kilometer. If asphalt costs $104 per cubic meter, what is the total cost to pave both roads?\nAnswer:", "response": " Road Main asphalt: 13 × 3 = 39 m³\nRoad West asphalt: 5 × 2 = 10 m³\nTotal asphalt: 39 + 10 = 49 m³\nTotal cost: 49 × 104 = 5096\n#### $5096", "source": "tp_wordproblem", "tid": "4cf601b48d", "level": "general"}
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{"prompt": "Question: A county board is estimating the cost of paving two rural roads. Road C is 18 km long and requires 9 m³ of asphalt per kilometer. Road A is 5 km long and requires 4 m³ of asphalt per kilometer. If asphalt costs $84 per cubic meter, what is the total cost to pave both roads?\nAnswer:", "response": " Road C asphalt: 18 × 9 = 162 m³\nRoad A asphalt: 5 × 4 = 20 m³\nTotal asphalt: 162 + 20 = 182 m³\nTotal cost: 182 × 84 = 15288\n#### $15288", "source": "tp_wordproblem", "tid": "4cf601b48d", "level": "general"}
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{"prompt": "Question: A planning group is computing the cost to pave two rural roads. Road Oak is 30 km long and requires 5 m³ of asphalt per kilometer. Road Mill is 29 km long and requires 3 m³ of asphalt per kilometer. If asphalt costs $72 per cubic meter, how much will it cost to pave both roads?\nAnswer:", "response": " Road Oak asphalt: 30 × 5 = 150 m³\nRoad Mill asphalt: 29 × 3 = 87 m³\nTotal asphalt: 150 + 87 = 237 m³\nTotal cost: 237 × 72 = 17064\n#### $17064", "source": "tp_wordproblem", "tid": "4cf601b48d", "level": "general"}
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{"prompt": "Question: A planning group is computing the cost to pave two rural roads. Road South is 3 km long and requires 4 m³ of asphalt per kilometer. Road North is 16 km long and requires 9 m³ of asphalt per kilometer. If asphalt costs $71 per cubic meter, how much will it cost to pave both roads?\nAnswer:", "response": " Road South asphalt: 3 × 4 = 12 m³\nRoad North asphalt: 16 × 9 = 144 m³\nTotal asphalt: 12 + 144 = 156 m³\nTotal cost: 156 × 71 = 11076\n#### $11076", "source": "tp_wordproblem", "tid": "4cf601b48d", "level": "general"}
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{"prompt": "Question: A local council is budgeting for the paving of two rural roads. Road South is 7 km long and requires 5 m³ of asphalt per kilometer. Road C is 15 km long and requires 2 m³ of asphalt per kilometer. If asphalt costs $64 per cubic meter, how much will it cost to pave both roads?\nAnswer:", "response": " Road South asphalt: 7 × 5 = 35 m³\nRoad C asphalt: 15 × 2 = 30 m³\nTotal asphalt: 35 + 30 = 65 m³\nTotal cost: 65 × 64 = 4160\n#### $4160", "source": "tp_wordproblem", "tid": "4cf601b48d", "level": "general"}
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{"prompt": "Question: A committee is calculating the cost to pave two rural roads. Road West is 25 km long and requires 4 m³ of asphalt per kilometer. Road North is 29 km long and requires 2 m³ of asphalt per kilometer. If asphalt costs $69 per cubic meter, how much will it cost to pave both roads?\nAnswer:", "response": " Road West asphalt: 25 × 4 = 100 m³\nRoad North asphalt: 29 × 2 = 58 m³\nTotal asphalt: 100 + 58 = 158 m³\nTotal cost: 158 × 69 = 10902\n#### $10902", "source": "tp_wordproblem", "tid": "4cf601b48d", "level": "general"}
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{"prompt": "Question: A county board is estimating the cost of paving two rural roads. Road Main is 10 km long and requires 2 m³ of asphalt per kilometer. Road A is 11 km long and requires 8 m³ of asphalt per kilometer. If asphalt costs $74 per cubic meter, how much will it cost to pave both roads?\nAnswer:", "response": " Road Main asphalt: 10 × 2 = 20 m³\nRoad A asphalt: 11 × 8 = 88 m³\nTotal asphalt: 20 + 88 = 108 m³\nTotal cost: 108 × 74 = 7992\n#### $7992", "source": "tp_wordproblem", "tid": "4cf601b48d", "level": "general"}
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{"prompt": "Question: A local council is budgeting for the paving of two rural roads. Road B is 18 km long and requires 8 m³ of asphalt per kilometer. Road North is 19 km long and requires 6 m³ of asphalt per kilometer. If asphalt costs $75 per cubic meter, how much will it cost to pave both roads?\nAnswer:", "response": " Road B asphalt: 18 × 8 = 144 m³\nRoad North asphalt: 19 × 6 = 114 m³\nTotal asphalt: 144 + 114 = 258 m³\nTotal cost: 258 × 75 = 19350\n#### $19350", "source": "tp_wordproblem", "tid": "4cf601b48d", "level": "general"}
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{"prompt": "Question: A planning group is computing the cost to pave two rural roads. Road South is 20 km long and requires 4 m³ of asphalt per kilometer. Road East is 14 km long and requires 3 m³ of asphalt per kilometer. If asphalt costs $64 per cubic meter, what is the total cost to pave both roads?\nAnswer:", "response": " Road South asphalt: 20 × 4 = 80 m³\nRoad East asphalt: 14 × 3 = 42 m³\nTotal asphalt: 80 + 42 = 122 m³\nTotal cost: 122 × 64 = 7808\n#### $7808", "source": "tp_wordproblem", "tid": "4cf601b48d", "level": "general"}
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{"prompt": "Question: A committee is calculating the cost to pave two rural roads. Road West is 16 km long and requires 3 m³ of asphalt per kilometer. Road Oak is 9 km long and requires 7 m³ of asphalt per kilometer. If asphalt costs $59 per cubic meter, how much will it cost to pave both roads?\nAnswer:", "response": " Road West asphalt: 16 × 3 = 48 m³\nRoad Oak asphalt: 9 × 7 = 63 m³\nTotal asphalt: 48 + 63 = 111 m³\nTotal cost: 111 × 59 = 6549\n#### $6549", "source": "tp_wordproblem", "tid": "4cf601b48d", "level": "general"}
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{"prompt": "Question: A local council is budgeting for the paving of two rural roads. Road East is 27 km long and requires 3 m³ of asphalt per kilometer. Road Oak is 15 km long and requires 5 m³ of asphalt per kilometer. If asphalt costs $120 per cubic meter, what is the total cost to pave both roads?\nAnswer:", "response": " Road East asphalt: 27 × 3 = 81 m³\nRoad Oak asphalt: 15 × 5 = 75 m³\nTotal asphalt: 81 + 75 = 156 m³\nTotal cost: 156 × 120 = 18720\n#### $18720", "source": "tp_wordproblem", "tid": "4cf601b48d", "level": "general"}
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{"prompt": "Question: A county board is estimating the cost of paving two rural roads. Road A is 9 km long and requires 5 m³ of asphalt per kilometer. Road South is 6 km long and requires 9 m³ of asphalt per kilometer. If asphalt costs $98 per cubic meter, how much will it cost to pave both roads?\nAnswer:", "response": " Road A asphalt: 9 × 5 = 45 m³\nRoad South asphalt: 6 × 9 = 54 m³\nTotal asphalt: 45 + 54 = 99 m³\nTotal cost: 99 × 98 = 9702\n#### $9702", "source": "tp_wordproblem", "tid": "4cf601b48d", "level": "general"}
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| 21 |
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{"prompt": "Question: A county board is estimating the cost of paving two rural roads. Road B is 17 km long and requires 8 m³ of asphalt per kilometer. Road A is 27 km long and requires 4 m³ of asphalt per kilometer. If asphalt costs $57 per cubic meter, how much will it cost to pave both roads?\nAnswer:", "response": " Road B asphalt: 17 × 8 = 136 m³\nRoad A asphalt: 27 × 4 = 108 m³\nTotal asphalt: 136 + 108 = 244 m³\nTotal cost: 244 × 57 = 13908\n#### $13908", "source": "tp_wordproblem", "tid": "4cf601b48d", "level": "general"}
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{"prompt": "Question: A planning group is computing the cost to pave two rural roads. Road Main is 8 km long and requires 5 m³ of asphalt per kilometer. Road Creek is 21 km long and requires 6 m³ of asphalt per kilometer. If asphalt costs $88 per cubic meter, how much will it cost to pave both roads?\nAnswer:", "response": " Road Main asphalt: 8 × 5 = 40 m³\nRoad Creek asphalt: 21 × 6 = 126 m³\nTotal asphalt: 40 + 126 = 166 m³\nTotal cost: 166 × 88 = 14608\n#### $14608", "source": "tp_wordproblem", "tid": "4cf601b48d", "level": "general"}
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{"prompt": "Question: A committee is calculating the cost to pave two rural roads. Road C is 22 km long and requires 3 m³ of asphalt per kilometer. Road East is 14 km long and requires 8 m³ of asphalt per kilometer. If asphalt costs $89 per cubic meter, how much will it cost to pave both roads?\nAnswer:", "response": " Road C asphalt: 22 × 3 = 66 m³\nRoad East asphalt: 14 × 8 = 112 m³\nTotal asphalt: 66 + 112 = 178 m³\nTotal cost: 178 × 89 = 15842\n#### $15842", "source": "tp_wordproblem", "tid": "4cf601b48d", "level": "general"}
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{"prompt": "Question: A planning group is computing the cost to pave two rural roads. Road West is 18 km long and requires 8 m³ of asphalt per kilometer. Road Creek is 7 km long and requires 6 m³ of asphalt per kilometer. If asphalt costs $20 per cubic meter, how much will it cost to pave both roads?\nAnswer:", "response": " Road West asphalt: 18 × 8 = 144 m³\nRoad Creek asphalt: 7 × 6 = 42 m³\nTotal asphalt: 144 + 42 = 186 m³\nTotal cost: 186 × 20 = 3720\n#### $3720", "source": "tp_wordproblem", "tid": "4cf601b48d", "level": "general"}
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{"prompt": "Question: A local council is budgeting for the paving of two rural roads. Road A is 30 km long and requires 7 m³ of asphalt per kilometer. Road West is 15 km long and requires 3 m³ of asphalt per kilometer. If asphalt costs $76 per cubic meter, how much will it cost to pave both roads?\nAnswer:", "response": " Road A asphalt: 30 × 7 = 210 m³\nRoad West asphalt: 15 × 3 = 45 m³\nTotal asphalt: 210 + 45 = 255 m³\nTotal cost: 255 × 76 = 19380\n#### $19380", "source": "tp_wordproblem", "tid": "4cf601b48d", "level": "general"}
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{"prompt": "Question: A county board is estimating the cost of paving two rural roads. Road D is 4 km long and requires 7 m³ of asphalt per kilometer. Road A is 9 km long and requires 5 m³ of asphalt per kilometer. If asphalt costs $101 per cubic meter, how much will it cost to pave both roads?\nAnswer:", "response": " Road D asphalt: 4 × 7 = 28 m³\nRoad A asphalt: 9 × 5 = 45 m³\nTotal asphalt: 28 + 45 = 73 m³\nTotal cost: 73 × 101 = 7373\n#### $7373", "source": "tp_wordproblem", "tid": "4cf601b48d", "level": "general"}
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{"prompt": "Question: A planning group is computing the cost to pave two rural roads. Road A is 11 km long and requires 6 m³ of asphalt per kilometer. Road West is 15 km long and requires 5 m³ of asphalt per kilometer. If asphalt costs $93 per cubic meter, how much will it cost to pave both roads?\nAnswer:", "response": " Road A asphalt: 11 × 6 = 66 m³\nRoad West asphalt: 15 × 5 = 75 m³\nTotal asphalt: 66 + 75 = 141 m³\nTotal cost: 141 × 93 = 13113\n#### $13113", "source": "tp_wordproblem", "tid": "4cf601b48d", "level": "general"}
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{"prompt": "Question: A planning group is computing the cost to pave two rural roads. Road A is 5 km long and requires 9 m³ of asphalt per kilometer. Road B is 20 km long and requires 5 m³ of asphalt per kilometer. If asphalt costs $20 per cubic meter, what is the total cost to pave both roads?\nAnswer:", "response": " Road A asphalt: 5 × 9 = 45 m³\nRoad B asphalt: 20 × 5 = 100 m³\nTotal asphalt: 45 + 100 = 145 m³\nTotal cost: 145 × 20 = 2900\n#### $2900", "source": "tp_wordproblem", "tid": "4cf601b48d", "level": "general"}
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{"prompt": "Question: A local council is budgeting for the paving of two rural roads. Road West is 15 km long and requires 6 m³ of asphalt per kilometer. Road Mill is 30 km long and requires 5 m³ of asphalt per kilometer. If asphalt costs $79 per cubic meter, how much will it cost to pave both roads?\nAnswer:", "response": " Road West asphalt: 15 × 6 = 90 m³\nRoad Mill asphalt: 30 × 5 = 150 m³\nTotal asphalt: 90 + 150 = 240 m³\nTotal cost: 240 × 79 = 18960\n#### $18960", "source": "tp_wordproblem", "tid": "4cf601b48d", "level": "general"}
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{"prompt": "Question: A planning group is computing the cost to pave two rural roads. Road Mill is 25 km long and requires 4 m³ of asphalt per kilometer. Road North is 22 km long and requires 8 m³ of asphalt per kilometer. If asphalt costs $52 per cubic meter, how much will it cost to pave both roads?\nAnswer:", "response": " Road Mill asphalt: 25 × 4 = 100 m³\nRoad North asphalt: 22 × 8 = 176 m³\nTotal asphalt: 100 + 176 = 276 m³\nTotal cost: 276 × 52 = 14352\n#### $14352", "source": "tp_wordproblem", "tid": "4cf601b48d", "level": "general"}
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{"prompt": "Question: A planning group is computing the cost to pave two rural roads. Road A is 27 km long and requires 4 m³ of asphalt per kilometer. Road East is 22 km long and requires 5 m³ of asphalt per kilometer. If asphalt costs $77 per cubic meter, what is the total cost to pave both roads?\nAnswer:", "response": " Road A asphalt: 27 × 4 = 108 m³\nRoad East asphalt: 22 × 5 = 110 m³\nTotal asphalt: 108 + 110 = 218 m³\nTotal cost: 218 × 77 = 16786\n#### $16786", "source": "tp_wordproblem", "tid": "4cf601b48d", "level": "general"}
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{"prompt": "Question: A committee is calculating the cost to pave two rural roads. Road Creek is 20 km long and requires 2 m³ of asphalt per kilometer. Road Mill is 4 km long and requires 7 m³ of asphalt per kilometer. If asphalt costs $60 per cubic meter, how much will it cost to pave both roads?\nAnswer:", "response": " Road Creek asphalt: 20 × 2 = 40 m³\nRoad Mill asphalt: 4 × 7 = 28 m³\nTotal asphalt: 40 + 28 = 68 m³\nTotal cost: 68 × 60 = 4080\n#### $4080", "source": "tp_wordproblem", "tid": "4cf601b48d", "level": "general"}
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{"prompt": "Question: A planning group is computing the cost to pave two rural roads. Road East is 20 km long and requires 4 m³ of asphalt per kilometer. Road Oak is 16 km long and requires 7 m³ of asphalt per kilometer. If asphalt costs $47 per cubic meter, how much will it cost to pave both roads?\nAnswer:", "response": " Road East asphalt: 20 × 4 = 80 m³\nRoad Oak asphalt: 16 × 7 = 112 m³\nTotal asphalt: 80 + 112 = 192 m³\nTotal cost: 192 × 47 = 9024\n#### $9024", "source": "tp_wordproblem", "tid": "4cf601b48d", "level": "general"}
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{"prompt": "Question: A committee is calculating the cost to pave two rural roads. Road Oak is 26 km long and requires 9 m³ of asphalt per kilometer. Road D is 11 km long and requires 3 m³ of asphalt per kilometer. If asphalt costs $101 per cubic meter, what is the total cost to pave both roads?\nAnswer:", "response": " Road Oak asphalt: 26 × 9 = 234 m³\nRoad D asphalt: 11 × 3 = 33 m³\nTotal asphalt: 234 + 33 = 267 m³\nTotal cost: 267 × 101 = 26967\n#### $26967", "source": "tp_wordproblem", "tid": "4cf601b48d", "level": "general"}
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{"prompt": "Question: A county board is estimating the cost of paving two rural roads. Road A is 5 km long and requires 3 m³ of asphalt per kilometer. Road Oak is 5 km long and requires 8 m³ of asphalt per kilometer. If asphalt costs $29 per cubic meter, how much will it cost to pave both roads?\nAnswer:", "response": " Road A asphalt: 5 × 3 = 15 m³\nRoad Oak asphalt: 5 × 8 = 40 m³\nTotal asphalt: 15 + 40 = 55 m³\nTotal cost: 55 × 29 = 1595\n#### $1595", "source": "tp_wordproblem", "tid": "4cf601b48d", "level": "general"}
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{"prompt": "Question: A planning group is computing the cost to pave two rural roads. Road Oak is 7 km long and requires 4 m³ of asphalt per kilometer. Road West is 11 km long and requires 3 m³ of asphalt per kilometer. If asphalt costs $26 per cubic meter, what is the total cost to pave both roads?\nAnswer:", "response": " Road Oak asphalt: 7 × 4 = 28 m³\nRoad West asphalt: 11 × 3 = 33 m³\nTotal asphalt: 28 + 33 = 61 m³\nTotal cost: 61 × 26 = 1586\n#### $1586", "source": "tp_wordproblem", "tid": "4cf601b48d", "level": "general"}
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{"prompt": "Question: A local council is budgeting for the paving of two rural roads. Road East is 30 km long and requires 3 m³ of asphalt per kilometer. Road Oak is 5 km long and requires 2 m³ of asphalt per kilometer. If asphalt costs $29 per cubic meter, how much will it cost to pave both roads?\nAnswer:", "response": " Road East asphalt: 30 × 3 = 90 m³\nRoad Oak asphalt: 5 × 2 = 10 m³\nTotal asphalt: 90 + 10 = 100 m³\nTotal cost: 100 × 29 = 2900\n#### $2900", "source": "tp_wordproblem", "tid": "4cf601b48d", "level": "general"}
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{"prompt": "Question: A local council is budgeting for the paving of two rural roads. Road B is 24 km long and requires 3 m³ of asphalt per kilometer. Road West is 18 km long and requires 2 m³ of asphalt per kilometer. If asphalt costs $22 per cubic meter, how much will it cost to pave both roads?\nAnswer:", "response": " Road B asphalt: 24 × 3 = 72 m³\nRoad West asphalt: 18 × 2 = 36 m³\nTotal asphalt: 72 + 36 = 108 m³\nTotal cost: 108 × 22 = 2376\n#### $2376", "source": "tp_wordproblem", "tid": "4cf601b48d", "level": "general"}
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{"prompt": "Question: A committee is calculating the cost to pave two rural roads. Road B is 11 km long and requires 3 m³ of asphalt per kilometer. Road Creek is 7 km long and requires 7 m³ of asphalt per kilometer. If asphalt costs $82 per cubic meter, how much will it cost to pave both roads?\nAnswer:", "response": " Road B asphalt: 11 × 3 = 33 m³\nRoad Creek asphalt: 7 × 7 = 49 m³\nTotal asphalt: 33 + 49 = 82 m³\nTotal cost: 82 × 82 = 6724\n#### $6724", "source": "tp_wordproblem", "tid": "4cf601b48d", "level": "general"}
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{"prompt": "Question: A planning group is computing the cost to pave two rural roads. Road Oak is 8 km long and requires 3 m³ of asphalt per kilometer. Road Creek is 9 km long and requires 2 m³ of asphalt per kilometer. If asphalt costs $49 per cubic meter, what is the total cost to pave both roads?\nAnswer:", "response": " Road Oak asphalt: 8 × 3 = 24 m³\nRoad Creek asphalt: 9 × 2 = 18 m³\nTotal asphalt: 24 + 18 = 42 m³\nTotal cost: 42 × 49 = 2058\n#### $2058", "source": "tp_wordproblem", "tid": "4cf601b48d", "level": "general"}
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{"prompt": "Question: The runway illumination system uses 119 LED modules, each drawing 18 watts. If the power supply can deliver only 2270 watts, can it operate all LED modules simultaneously? Answer yes or no.\nAnswer:", "response": " 119 × 18 = 2142 watts required\n2142 <= 2270, within capacity\n#### yes", "source": "tp_wordproblem", "tid": "9ddbbd9ea8", "level": "general"}
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| 42 |
+
{"prompt": "Question: A runway illumination system contains 27 light units, each rated at 29 watts. The power source can provide at most 755 watts. Can all light units be powered at the same time? Answer yes or no.\nAnswer:", "response": " 27 × 29 = 783 watts required\n783 > 755, exceeds capacity\n#### no", "source": "tp_wordproblem", "tid": "9ddbbd9ea8", "level": "general"}
|
| 43 |
+
{"prompt": "Question: The stage lighting rig uses 86 lamps, each drawing 24 watts. If the power supply can deliver only 2073 watts, can it operate all lamps simultaneously? Answer yes or no.\nAnswer:", "response": " 86 × 24 = 2064 watts required\n2064 <= 2073, within capacity\n#### yes", "source": "tp_wordproblem", "tid": "9ddbbd9ea8", "level": "general"}
|
| 44 |
+
{"prompt": "Question: The stage lighting rig uses 83 LED modules, each drawing 22 watts. If the power supply can deliver only 1828 watts, can it operate all LED modules simultaneously? Answer yes or no.\nAnswer:", "response": " 83 × 22 = 1826 watts required\n1826 <= 1828, within capacity\n#### yes", "source": "tp_wordproblem", "tid": "9ddbbd9ea8", "level": "general"}
|
| 45 |
+
{"prompt": "Question: A studio lighting panel contains 73 light units, each rated at 8 watts. The power source can provide at most 618 watts. Can all light units be powered at the same time? Answer yes or no.\nAnswer:", "response": " 73 × 8 = 584 watts required\n584 <= 618, within capacity\n#### yes", "source": "tp_wordproblem", "tid": "9ddbbd9ea8", "level": "general"}
|
| 46 |
+
{"prompt": "Question: The airport taxiway light bank uses 81 light units, each drawing 30 watts. If the power supply can deliver only 2648 watts, can it operate all light units simultaneously? Answer yes or no.\nAnswer:", "response": " 81 × 30 = 2430 watts required\n2430 <= 2648, within capacity\n#### yes", "source": "tp_wordproblem", "tid": "9ddbbd9ea8", "level": "general"}
|
| 47 |
+
{"prompt": "Question: The airport taxiway light bank uses 64 bulbs, each drawing 6 watts. If the power supply can deliver only 375 watts, can it operate all bulbs simultaneously? Answer yes or no.\nAnswer:", "response": " 64 × 6 = 384 watts required\n384 > 375, exceeds capacity\n#### no", "source": "tp_wordproblem", "tid": "9ddbbd9ea8", "level": "general"}
|
| 48 |
+
{"prompt": "Question: The warehouse LED array uses 24 lamps, each drawing 30 watts. If the power supply can deliver only 692 watts, can it operate all lamps simultaneously? Answer yes or no.\nAnswer:", "response": " 24 × 30 = 720 watts required\n720 > 692, exceeds capacity\n#### no", "source": "tp_wordproblem", "tid": "9ddbbd9ea8", "level": "general"}
|
| 49 |
+
{"prompt": "Question: The runway illumination system uses 86 bulbs, each drawing 19 watts. If the power supply can deliver only 1645 watts, can it operate all bulbs simultaneously? Answer yes or no.\nAnswer:", "response": " 86 × 19 = 1634 watts required\n1634 <= 1645, within capacity\n#### yes", "source": "tp_wordproblem", "tid": "9ddbbd9ea8", "level": "general"}
|
| 50 |
+
{"prompt": "Question: The runway illumination system uses 43 light units, each drawing 5 watts. If the power supply can deliver only 225 watts, can it operate all light units simultaneously? Answer yes or no.\nAnswer:", "response": " 43 × 5 = 215 watts required\n215 <= 225, within capacity\n#### yes", "source": "tp_wordproblem", "tid": "9ddbbd9ea8", "level": "general"}
|
| 51 |
+
{"prompt": "Question: The stage lighting rig uses 105 light units, each drawing 24 watts. If the power supply can deliver only 2706 watts, can it operate all light units simultaneously? Answer yes or no.\nAnswer:", "response": " 105 × 24 = 2520 watts required\n2520 <= 2706, within capacity\n#### yes", "source": "tp_wordproblem", "tid": "9ddbbd9ea8", "level": "general"}
|
| 52 |
+
{"prompt": "Question: A airport taxiway light bank contains 66 lamps, each rated at 13 watts. The power source can provide at most 780 watts. Can all lamps be powered at the same time? Answer yes or no.\nAnswer:", "response": " 66 × 13 = 858 watts required\n858 > 780, exceeds capacity\n#### no", "source": "tp_wordproblem", "tid": "9ddbbd9ea8", "level": "general"}
|
| 53 |
+
{"prompt": "Question: A airport taxiway light bank contains 63 lamps, each rated at 10 watts. The power source can provide at most 585 watts. Can all lamps be powered at the same time? Answer yes or no.\nAnswer:", "response": " 63 × 10 = 630 watts required\n630 > 585, exceeds capacity\n#### no", "source": "tp_wordproblem", "tid": "9ddbbd9ea8", "level": "general"}
|
| 54 |
+
{"prompt": "Question: A stage lighting rig contains 82 light units, each rated at 29 watts. The power source can provide at most 2271 watts. Can all light units be powered at the same time? Answer yes or no.\nAnswer:", "response": " 82 × 29 = 2378 watts required\n2378 > 2271, exceeds capacity\n#### no", "source": "tp_wordproblem", "tid": "9ddbbd9ea8", "level": "general"}
|
| 55 |
+
{"prompt": "Question: The warehouse LED array uses 85 bulbs, each drawing 5 watts. If the power supply can deliver only 413 watts, can it operate all bulbs simultaneously? Answer yes or no.\nAnswer:", "response": " 85 × 5 = 425 watts required\n425 > 413, exceeds capacity\n#### no", "source": "tp_wordproblem", "tid": "9ddbbd9ea8", "level": "general"}
|
| 56 |
+
{"prompt": "Question: A airport taxiway light bank contains 33 light units, each rated at 29 watts. The power source can provide at most 939 watts. Can all light units be powered at the same time? Answer yes or no.\nAnswer:", "response": " 33 × 29 = 957 watts required\n957 > 939, exceeds capacity\n#### no", "source": "tp_wordproblem", "tid": "9ddbbd9ea8", "level": "general"}
|
| 57 |
+
{"prompt": "Question: A studio lighting panel contains 66 fixtures, each rated at 28 watts. The power source can provide at most 1863 watts. Can all fixtures be powered at the same time? Answer yes or no.\nAnswer:", "response": " 66 × 28 = 1848 watts required\n1848 <= 1863, within capacity\n#### yes", "source": "tp_wordproblem", "tid": "9ddbbd9ea8", "level": "general"}
|
| 58 |
+
{"prompt": "Question: The stage lighting rig uses 81 bulbs, each drawing 25 watts. If the power supply can deliver only 2041 watts, can it operate all bulbs simultaneously? Answer yes or no.\nAnswer:", "response": " 81 × 25 = 2025 watts required\n2025 <= 2041, within capacity\n#### yes", "source": "tp_wordproblem", "tid": "9ddbbd9ea8", "level": "general"}
|
| 59 |
+
{"prompt": "Question: A runway illumination system contains 70 lamps, each rated at 25 watts. The power source can provide at most 1777 watts. Can all lamps be powered at the same time? Answer yes or no.\nAnswer:", "response": " 70 × 25 = 1750 watts required\n1750 <= 1777, within capacity\n#### yes", "source": "tp_wordproblem", "tid": "9ddbbd9ea8", "level": "general"}
|
| 60 |
+
{"prompt": "Question: The runway illumination system uses 24 lamps, each drawing 15 watts. If the power supply can deliver only 351 watts, can it operate all lamps simultaneously? Answer yes or no.\nAnswer:", "response": " 24 × 15 = 360 watts required\n360 > 351, exceeds capacity\n#### no", "source": "tp_wordproblem", "tid": "9ddbbd9ea8", "level": "general"}
|
| 61 |
+
{"prompt": "Question: The airport taxiway light bank uses 34 light units, each drawing 5 watts. If the power supply can deliver only 182 watts, can it operate all light units simultaneously? Answer yes or no.\nAnswer:", "response": " 34 × 5 = 170 watts required\n170 <= 182, within capacity\n#### yes", "source": "tp_wordproblem", "tid": "9ddbbd9ea8", "level": "general"}
|
| 62 |
+
{"prompt": "Question: A studio lighting panel contains 87 lamps, each rated at 21 watts. The power source can provide at most 1736 watts. Can all lamps be powered at the same time? Answer yes or no.\nAnswer:", "response": " 87 × 21 = 1827 watts required\n1827 > 1736, exceeds capacity\n#### no", "source": "tp_wordproblem", "tid": "9ddbbd9ea8", "level": "general"}
|
| 63 |
+
{"prompt": "Question: A runway illumination system contains 36 LED modules, each rated at 18 watts. The power source can provide at most 676 watts. Can all LED modules be powered at the same time? Answer yes or no.\nAnswer:", "response": " 36 × 18 = 648 watts required\n648 <= 676, within capacity\n#### yes", "source": "tp_wordproblem", "tid": "9ddbbd9ea8", "level": "general"}
|
| 64 |
+
{"prompt": "Question: The airport taxiway light bank uses 82 lamps, each drawing 27 watts. If the power supply can deliver only 2224 watts, can it operate all lamps simultaneously? Answer yes or no.\nAnswer:", "response": " 82 × 27 = 2214 watts required\n2214 <= 2224, within capacity\n#### yes", "source": "tp_wordproblem", "tid": "9ddbbd9ea8", "level": "general"}
|
| 65 |
+
{"prompt": "Question: The warehouse LED array uses 22 light units, each drawing 20 watts. If the power supply can deliver only 445 watts, can it operate all light units simultaneously? Answer yes or no.\nAnswer:", "response": " 22 × 20 = 440 watts required\n440 <= 445, within capacity\n#### yes", "source": "tp_wordproblem", "tid": "9ddbbd9ea8", "level": "general"}
|
| 66 |
+
{"prompt": "Question: A stage lighting rig contains 46 fixtures, each rated at 6 watts. The power source can provide at most 251 watts. Can all fixtures be powered at the same time? Answer yes or no.\nAnswer:", "response": " 46 × 6 = 276 watts required\n276 > 251, exceeds capacity\n#### no", "source": "tp_wordproblem", "tid": "9ddbbd9ea8", "level": "general"}
|
| 67 |
+
{"prompt": "Question: The airport taxiway light bank uses 23 fixtures, each drawing 20 watts. If the power supply can deliver only 448 watts, can it operate all fixtures simultaneously? Answer yes or no.\nAnswer:", "response": " 23 × 20 = 460 watts required\n460 > 448, exceeds capacity\n#### no", "source": "tp_wordproblem", "tid": "9ddbbd9ea8", "level": "general"}
|
| 68 |
+
{"prompt": "Question: The studio lighting panel uses 22 LED modules, each drawing 8 watts. If the power supply can deliver only 164 watts, can it operate all LED modules simultaneously? Answer yes or no.\nAnswer:", "response": " 22 × 8 = 176 watts required\n176 > 164, exceeds capacity\n#### no", "source": "tp_wordproblem", "tid": "9ddbbd9ea8", "level": "general"}
|
| 69 |
+
{"prompt": "Question: The warehouse LED array uses 79 lamps, each drawing 24 watts. If the power supply can deliver only 1908 watts, can it operate all lamps simultaneously? Answer yes or no.\nAnswer:", "response": " 79 × 24 = 1896 watts required\n1896 <= 1908, within capacity\n#### yes", "source": "tp_wordproblem", "tid": "9ddbbd9ea8", "level": "general"}
|
| 70 |
+
{"prompt": "Question: A stage lighting rig contains 97 light units, each rated at 14 watts. The power source can provide at most 1491 watts. Can all light units be powered at the same time? Answer yes or no.\nAnswer:", "response": " 97 × 14 = 1358 watts required\n1358 <= 1491, within capacity\n#### yes", "source": "tp_wordproblem", "tid": "9ddbbd9ea8", "level": "general"}
|
| 71 |
+
{"prompt": "Question: A stage lighting rig contains 27 lamps, each rated at 18 watts. The power source can provide at most 514 watts. Can all lamps be powered at the same time? Answer yes or no.\nAnswer:", "response": " 27 × 18 = 486 watts required\n486 <= 514, within capacity\n#### yes", "source": "tp_wordproblem", "tid": "9ddbbd9ea8", "level": "general"}
|
| 72 |
+
{"prompt": "Question: A runway illumination system contains 109 bulbs, each rated at 23 watts. The power source can provide at most 2539 watts. Can all bulbs be powered at the same time? Answer yes or no.\nAnswer:", "response": " 109 × 23 = 2507 watts required\n2507 <= 2539, within capacity\n#### yes", "source": "tp_wordproblem", "tid": "9ddbbd9ea8", "level": "general"}
|
| 73 |
+
{"prompt": "Question: The airport taxiway light bank uses 69 lamps, each drawing 25 watts. If the power supply can deliver only 1832 watts, can it operate all lamps simultaneously? Answer yes or no.\nAnswer:", "response": " 69 × 25 = 1725 watts required\n1725 <= 1832, within capacity\n#### yes", "source": "tp_wordproblem", "tid": "9ddbbd9ea8", "level": "general"}
|
| 74 |
+
{"prompt": "Question: A warehouse LED array contains 102 LED modules, each rated at 11 watts. The power source can provide at most 1196 watts. Can all LED modules be powered at the same time? Answer yes or no.\nAnswer:", "response": " 102 × 11 = 1122 watts required\n1122 <= 1196, within capacity\n#### yes", "source": "tp_wordproblem", "tid": "9ddbbd9ea8", "level": "general"}
|
| 75 |
+
{"prompt": "Question: The runway illumination system uses 24 bulbs, each drawing 25 watts. If the power supply can deliver only 551 watts, can it operate all bulbs simultaneously? Answer yes or no.\nAnswer:", "response": " 24 × 25 = 600 watts required\n600 > 551, exceeds capacity\n#### no", "source": "tp_wordproblem", "tid": "9ddbbd9ea8", "level": "general"}
|
| 76 |
+
{"prompt": "Question: The stage lighting rig uses 117 fixtures, each drawing 25 watts. If the power supply can deliver only 3086 watts, can it operate all fixtures simultaneously? Answer yes or no.\nAnswer:", "response": " 117 × 25 = 2925 watts required\n2925 <= 3086, within capacity\n#### yes", "source": "tp_wordproblem", "tid": "9ddbbd9ea8", "level": "general"}
|
| 77 |
+
{"prompt": "Question: The runway illumination system uses 73 bulbs, each drawing 27 watts. If the power supply can deliver only 2148 watts, can it operate all bulbs simultaneously? Answer yes or no.\nAnswer:", "response": " 73 × 27 = 1971 watts required\n1971 <= 2148, within capacity\n#### yes", "source": "tp_wordproblem", "tid": "9ddbbd9ea8", "level": "general"}
|
| 78 |
+
{"prompt": "Question: The airport taxiway light bank uses 30 bulbs, each drawing 19 watts. If the power supply can deliver only 599 watts, can it operate all bulbs simultaneously? Answer yes or no.\nAnswer:", "response": " 30 × 19 = 570 watts required\n570 <= 599, within capacity\n#### yes", "source": "tp_wordproblem", "tid": "9ddbbd9ea8", "level": "general"}
|
| 79 |
+
{"prompt": "Question: The stage lighting rig uses 34 bulbs, each drawing 7 watts. If the power supply can deliver only 231 watts, can it operate all bulbs simultaneously? Answer yes or no.\nAnswer:", "response": " 34 × 7 = 238 watts required\n238 > 231, exceeds capacity\n#### no", "source": "tp_wordproblem", "tid": "9ddbbd9ea8", "level": "general"}
|
| 80 |
+
{"prompt": "Question: The stage lighting rig uses 106 bulbs, each drawing 26 watts. If the power supply can deliver only 2672 watts, can it operate all bulbs simultaneously? Answer yes or no.\nAnswer:", "response": " 106 × 26 = 2756 watts required\n2756 > 2672, exceeds capacity\n#### no", "source": "tp_wordproblem", "tid": "9ddbbd9ea8", "level": "general"}
|