SubjectName stringclasses 4
values | SubjectSubjectId int64 32 101 | TopicName stringclasses 50
values | TopicSubjectId int64 35 7.29k | SubTopicName stringclasses 236
values | SubTopicSubjectId int64 33 7.31k | ConstructName stringlengths 11 281 | ConstructId int64 1 3.9k |
|---|---|---|---|---|---|---|---|
Algebra | 49 | Algebraic Fractions | 255 | Adding and Subtracting Algebraic Fractions | 1,078 | Add algebraic fractions where one denominator is a multiple of the other | 1,616 |
Algebra | 49 | Algebraic Fractions | 255 | Adding and Subtracting Algebraic Fractions | 1,078 | Add algebraic fractions where the denominators are single terms and are not multiples of each other | 1,617 |
Algebra | 49 | Algebraic Fractions | 255 | Adding and Subtracting Algebraic Fractions | 1,078 | Add algebraic fractions with the same denominator | 1,615 |
Algebra | 49 | Algebraic Fractions | 255 | Adding and Subtracting Algebraic Fractions | 1,078 | Subtract algebraic fractions where the denominators are linear expressions, eg (x + 5) and (x - 3), and the numerators are single terms | 1,624 |
Algebra | 49 | Algebraic Fractions | 255 | Adding and Subtracting Algebraic Fractions | 1,078 | Subtract algebraic fractions where the denominators are single terms and are not multiples of each other | 1,623 |
Algebra | 49 | Algebraic Fractions | 255 | Multiplying and Dividing Algebraic Fractions | 1,079 | Divide algebraic fractions involving non-linear expressions | 1,632 |
Algebra | 49 | Algebraic Fractions | 255 | Multiplying and Dividing Algebraic Fractions | 1,079 | Divide algebraic fractions where the numerators and denominators are all single terms | 1,630 |
Algebra | 49 | Algebraic Fractions | 255 | Multiplying and Dividing Algebraic Fractions | 1,079 | Divide algebraic fractions where the numerators and denominators involve linear expressions | 1,631 |
Algebra | 49 | Algebraic Fractions | 255 | Multiplying and Dividing Algebraic Fractions | 1,079 | Multiply algebraic fractions involving non-linear expressions | 1,629 |
Algebra | 49 | Algebraic Fractions | 255 | Multiplying and Dividing Algebraic Fractions | 1,079 | Multiply algebraic fractions where the numerators and denominators are all single terms | 1,627 |
Algebra | 49 | Algebraic Fractions | 255 | Multiplying and Dividing Algebraic Fractions | 1,079 | Multiply algebraic fractions where the numerators and denominators involve linear expressions | 1,628 |
Algebra | 49 | Algebraic Fractions | 255 | Simplifying Algebraic Fractions | 1,077 | Simplify an algebraic fraction by dividing by a single letter | 1,610 |
Algebra | 49 | Algebraic Fractions | 255 | Simplifying Algebraic Fractions | 1,077 | Simplify an algebraic fraction by dividing by a single number | 1,609 |
Algebra | 49 | Algebraic Fractions | 255 | Simplifying Algebraic Fractions | 1,077 | Simplify an algebraic fraction by dividing by a term involving a number and a letter | 1,611 |
Algebra | 49 | Algebraic Fractions | 255 | Simplifying Algebraic Fractions | 1,077 | Simplify an algebraic fraction by factorising both the numerator and denominator | 1,614 |
Algebra | 49 | Algebraic Fractions | 255 | Simplifying Algebraic Fractions | 1,077 | Simplify an algebraic fraction by factorising the denominator | 1,613 |
Algebra | 49 | Algebraic Fractions | 255 | Simplifying Algebraic Fractions | 1,077 | Simplify an algebraic fraction by factorising the numerator | 1,612 |
Algebra | 49 | Coordinates | 81 | Distance Between Two Coordinates | 410 | Calculate the distance between two coordinates in 2D, where all the values are integers but at least one is negative | 1,400 |
Algebra | 49 | Coordinates | 81 | Distance Between Two Coordinates | 410 | Calculate the distance between two coordinates in 2D, where all the values are positive integers | 1,399 |
Algebra | 49 | Coordinates | 81 | Distance Between Two Coordinates | 410 | Find the distance between points on a vertical or horizontal line using absolute values | 3,788 |
Algebra | 49 | Coordinates | 81 | Gradient Between Two Coordinates | 409 | Calculate a negative fractional gradient between two coordinates where some values are negative | 1,390 |
Algebra | 49 | Coordinates | 81 | Gradient Between Two Coordinates | 409 | Calculate a negative integer gradient between two coordinates where some values are negative | 1,388 |
Algebra | 49 | Coordinates | 81 | Gradient Between Two Coordinates | 409 | Calculate a positive fractional gradient between two coordinates where all values are positive | 1,385 |
Algebra | 49 | Coordinates | 81 | Gradient Between Two Coordinates | 409 | Calculate a positive integer gradient between two coordinates where all values are positive | 1,383 |
Algebra | 49 | Coordinates | 81 | Gradient Between Two Coordinates | 409 | Understand the term gradient | 3,478 |
Algebra | 49 | Coordinates | 81 | Gradient Between Two Coordinates | 409 | Using similar triangles to understand slope | 3,542 |
Algebra | 49 | Coordinates | 81 | Midpoint Between Two Coordinates | 408 | Calculate the midpoint between two coordinates in 2D, where all the values are integers but at least one is negative | 1,377 |
Algebra | 49 | Coordinates | 81 | Midpoint Between Two Coordinates | 408 | Calculate the midpoint between two coordinates in 2D, where all the values are positive integers | 1,375 |
Algebra | 49 | Coordinates | 81 | Midpoint Between Two Coordinates | 408 | Calculate the midpoint between two coordinates in 2D, where at least one value is negative and at least one is a non-integer | 1,381 |
Algebra | 49 | Coordinates | 81 | Midpoint Between Two Coordinates | 408 | Given a midpoint and a coordinate work out the position of the other coordinate, where all the values are integers but at least one is negative | 1,378 |
Algebra | 49 | Coordinates | 81 | Midpoint Between Two Coordinates | 408 | Given a midpoint and a coordinate work out the position of the other coordinate, where at least one value is negative and at least one is a non-integer | 1,382 |
Algebra | 49 | Coordinates | 81 | Naming Coordinates in 2D | 406 | Describe a point in the first quadrant of a 2D grid by giving its coordinates, where at least one value is not an integer | 1,351 |
Algebra | 49 | Coordinates | 81 | Naming Coordinates in 2D | 406 | Describe a point in the first quadrant of a 2D grid by giving its coordinates, where both values are integers | 1,349 |
Algebra | 49 | Coordinates | 81 | Naming Coordinates in 2D | 406 | Describe a point in the fourth quadrant of a 2D grid by giving its coordinates, where at least one value is not an integer | 1,363 |
Algebra | 49 | Coordinates | 81 | Naming Coordinates in 2D | 406 | Describe a point in the fourth quadrant of a 2D grid by giving its coordinates, where both values are integers | 1,361 |
Algebra | 49 | Coordinates | 81 | Naming Coordinates in 2D | 406 | Describe a point in the second quadrant of a 2D grid by giving its coordinates, where both values are integers | 1,353 |
Algebra | 49 | Coordinates | 81 | Naming Coordinates in 2D | 406 | Describe a point in the third quadrant of a 2D grid by giving its coordinates, where at least one value is not an integer | 1,359 |
Algebra | 49 | Coordinates | 81 | Naming Coordinates in 2D | 406 | Describe a point in the third quadrant of a 2D grid by giving its coordinates, where both values are integers | 1,357 |
Algebra | 49 | Coordinates | 81 | Naming Coordinates in 2D | 406 | Describe a point on the axes of a 2D grid by giving its coordinates, where the non-zero value is an integer | 1,365 |
Algebra | 49 | Coordinates | 81 | Naming Coordinates in 2D | 406 | Given a quadrant, identify a coordinate that would lie in it | 3,780 |
Algebra | 49 | Coordinates | 81 | Naming Coordinates in 2D | 406 | Identify the quadrant that a coordinate lies in | 3,549 |
Algebra | 49 | Coordinates | 81 | Naming Coordinates in 2D | 406 | Identify the x and y values of a coordinate pair | 3,670 |
Algebra | 49 | Coordinates | 81 | Naming Coordinates in 2D | 406 | Mark a point in the first quadrant of a 2D grid having been given its coordinates, where both values are integers | 1,350 |
Algebra | 49 | Coordinates | 81 | Naming Coordinates in 2D | 406 | Mark a point in the fourth quadrant of a 2D grid having been given its coordinates, where at least one value is not an integer | 1,364 |
Algebra | 49 | Coordinates | 81 | Naming Coordinates in 2D | 406 | Mark a point in the fourth quadrant of a 2D grid having been given its coordinates, where both values are integers | 1,362 |
Algebra | 49 | Coordinates | 81 | Naming Coordinates in 2D | 406 | Mark a point in the second quadrant of a 2D grid having been given its coordinates, where at least one value is not an integer | 1,356 |
Algebra | 49 | Coordinates | 81 | Naming Coordinates in 2D | 406 | Mark a point in the second quadrant of a 2D grid having been given its coordinates, where both values are integers | 1,354 |
Algebra | 49 | Coordinates | 81 | Naming Coordinates in 2D | 406 | Mark a point in the third quadrant of a 2D grid having been given its coordinates, where both values are integers | 1,358 |
Algebra | 49 | Coordinates | 81 | Naming Coordinates in 2D | 406 | Mark a point on the axes of a 2D grid having been given its coordinates, where the non-zero value is an integer | 1,366 |
Algebra | 49 | Coordinates | 81 | Naming Coordinates in 2D | 406 | Mark or describe a point in the first quadrant of a 2D grid in context | 3,652 |
Algebra | 49 | Coordinates | 81 | Naming Coordinates in 2D | 406 | Understand the definition of the origin on a coordinate grid | 1,348 |
Algebra | 49 | Coordinates | 81 | Reading Coordinates from a Graph | 7,282 | Given a y value, find the corresponding x value from a linear graph | 3,439 |
Algebra | 49 | Coordinates | 81 | Reading Coordinates from a Graph | 7,282 | Given a y value, find the corresponding x value from a non -linear graph | 3,441 |
Algebra | 49 | Coordinates | 81 | Reading Coordinates from a Graph | 7,282 | Given an x value, find the corresponding y value from a linear graph | 3,438 |
Algebra | 49 | Coordinates | 81 | Reading Coordinates from a Graph | 7,282 | Given an x value, find the corresponding y value from a non-linear graph | 3,440 |
Algebra | 49 | Expanding Brackets | 152 | Expanding Double Brackets | 51 | Expand double brackets with an extra variable outside | 1,412 |
Algebra | 49 | Expanding Brackets | 152 | Expanding Double Brackets | 51 | Expand two brackets with linear terms in the form (ax + b)(cx + d) | 1,410 |
Algebra | 49 | Expanding Brackets | 152 | Expanding Double Brackets | 51 | Expand two brackets with linear terms in the form (ax + b)(x + c) | 1,409 |
Algebra | 49 | Expanding Brackets | 152 | Expanding Double Brackets | 51 | Expand two brackets with linear terms in the form (ax + b)² | 1,411 |
Algebra | 49 | Expanding Brackets | 152 | Expanding Double Brackets | 51 | Expand two brackets with linear terms in the form (x + a)(x + b) | 1,407 |
Algebra | 49 | Expanding Brackets | 152 | Expanding Double Brackets | 51 | Expand two brackets with linear terms in the form (x + a)² | 1,408 |
Algebra | 49 | Expanding Brackets | 152 | Expanding Single Brackets | 50 | Multiply a single term over a bracket where the term on the outside contains a letter and the inside contains a linear expression | 1,405 |
Algebra | 49 | Expanding Brackets | 152 | Expanding Single Brackets | 50 | Multiply a single term over a bracket where the term on the outside is a number and the inside contains a linear expression | 1,403 |
Algebra | 49 | Expanding Brackets | 152 | Expanding Triple Brackets and more | 335 | Expand products of three binomials in the form (x + a)(x + b)(x + c) | 1,414 |
Algebra | 49 | Expanding Brackets | 152 | Expanding Triple Brackets and more | 335 | Expand products of three binomials where the coefficient of x > 1 for at least one of the binomials | 1,415 |
Algebra | 49 | Factorising | 153 | Completing the Square | 256 | Complete the square for expressions that end up in the form (x + a)² + b | 1,439 |
Algebra | 49 | Factorising | 153 | Completing the Square | 256 | Complete the square for expressions that end up in the form a(x + b)² + c | 1,440 |
Algebra | 49 | Factorising | 153 | Difference of Two Squares | 254 | Factorise a quadratic expression in the form ax² - c | 1,438 |
Algebra | 49 | Factorising | 153 | Difference of Two Squares | 254 | Factorise a quadratic expression in the form x² - c | 1,437 |
Algebra | 49 | Factorising | 153 | Factorising into a Double Bracket | 53 | Factorise a quadratic expression in the form ax² + bx + c | 1,433 |
Algebra | 49 | Factorising | 153 | Factorising into a Double Bracket | 53 | Factorise a quadratic expression in the form ax² + bx + c where a is prime | 1,434 |
Algebra | 49 | Factorising | 153 | Factorising into a Double Bracket | 53 | Factorise a quadratic expression in the form x² + bx + c | 1,428 |
Algebra | 49 | Factorising | 153 | Factorising into a Double Bracket | 53 | Factorise a quadratic expression in the form x² + bx - c | 1,430 |
Algebra | 49 | Factorising | 153 | Factorising into a Double Bracket | 53 | Factorise a quadratic expression in the form x² - bx + c | 1,429 |
Algebra | 49 | Factorising | 153 | Factorising into a Double Bracket | 53 | Factorise a quadratic expression in the form x² - bx - c | 1,431 |
Algebra | 49 | Factorising | 153 | Factorising into a Double Bracket | 53 | Recognise when it is possible to factorise an expression into a double bracket | 1,427 |
Algebra | 49 | Factorising | 153 | Factorising into a Single Bracket | 52 | Factorise a single bracket containing a linear expression by taking out a single numeric common factor (e.g. 6) | 1,421 |
Algebra | 49 | Factorising | 153 | Factorising into a Single Bracket | 52 | Factorise a single bracket containing a non-linear expression by taking out a common factor involving numeric and algebraic components (e.g. 5a) | 1,426 |
Algebra | 49 | Factorising | 153 | Factorising into a Single Bracket | 52 | Factorise a single bracket containing a non-linear expression by taking out a single algebraic common factor (e.g. a) | 1,425 |
Algebra | 49 | Factorising | 153 | Factorising into a Single Bracket | 52 | Factorise a single bracket containing a non-linear expression by taking out a single numeric common factor (e.g. 6) | 1,424 |
Algebra | 49 | Factorising | 153 | Factorising into a Single Bracket | 52 | Identify factors of algebraic expressions | 3,134 |
Algebra | 49 | Factorising | 153 | Factorising into a Single Bracket | 52 | Identify the factors of a term | 3,483 |
Algebra | 49 | Formulae | 156 | Rearranging Formulae and Equations | 60 | Rearrange formulae to change the subject where the subject appears more than once | 1,524 |
Algebra | 49 | Formulae | 156 | Rearranging Formulae and Equations | 60 | Rearrange formulae to change the subject where the subject appears once and one step is needed | 1,521 |
Algebra | 49 | Formulae | 156 | Rearranging Formulae and Equations | 60 | Rearrange formulae to change the subject where the subject appears once and three or more steps are needed | 1,523 |
Algebra | 49 | Formulae | 156 | Rearranging Formulae and Equations | 60 | Rearrange formulae to change the subject where the subject appears once and two steps are needed | 1,522 |
Algebra | 49 | Formulae | 156 | Writing Formulae | 157 | Identify independent and dependent variables | 3,538 |
Algebra | 49 | Formulae | 156 | Writing Formulae | 157 | Interpret the terms on a formula and how they relate to the context of the situation | 1,534 |
Algebra | 49 | Formulae | 156 | Writing Formulae | 157 | Write a formula to describe a situation | 1,533 |
Algebra | 49 | Functions | 7,294 | Composite Functions | 7,298 | Given a linear f(x), work-out ff(x) | 1,651 |
Algebra | 49 | Functions | 7,294 | Composite Functions | 7,298 | Given f(x) and g(x) where both are linear, work-out fg(x) | 1,647 |
Algebra | 49 | Functions | 7,294 | Composite Functions | 7,298 | Given f(x) and g(x) where f(x) is non-linear, work-out fg(x) | 1,648 |
Algebra | 49 | Functions | 7,294 | Composite Functions | 7,298 | Given f(x) and g(x) where g(x) is non-linear, work-out fg(x) | 1,649 |
Algebra | 49 | Functions | 7,294 | Function Notation | 7,295 | Given f(x) substitute algebraic terms, such as f(2x) | 1,639 |
Algebra | 49 | Functions | 7,294 | Function Notation | 7,295 | Given f(x) substitute negative values of x | 1,638 |
Algebra | 49 | Functions | 7,294 | Function Notation | 7,295 | Given f(x) substitute positive values of x | 1,637 |
Algebra | 49 | Functions | 7,294 | Inverse Functions | 7,297 | Calculate an inverse function involving a single step and using f(x) notation | 1,640 |
Algebra | 49 | Functions | 7,294 | Inverse Functions | 7,297 | Calculate an inverse function involving three or more steps and using f(x) notation | 1,642 |
Algebra | 49 | Functions | 7,294 | Inverse Functions | 7,297 | Calculate an inverse function involving two steps and using f(x) notation | 1,641 |
Algebra | 49 | Functions | 7,294 | Inverse Functions | 7,297 | Recognise the graphical relationship between functions and their inverse | 1,646 |
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