Edexcel IGCSE Math a 3.3 Hf the Gradient of a Straight Line Given the Coordinates Topic Practice

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Pearson Edexcel International GCSE Math A

1 Numbers and the number system

1.4 Powers and roots

1.5 Set language and notation

1.6 Percentages

1.7 Ratio and proportion

1.8 Degree of accuracy

1.9 Standard form

1.10 Applying number

1.11 Electronic calculators

2 Equations, formulae and identities

2.1 Use of symbols

2.2 Algebraic manipulation

2.3 Expressions and formulae

2.4 Linear equations

2.6 Simultaneous linear equations

2.7 Quadratic equations

2.8 Inequalities

3 Sequences, functions and graphs

3.2 Function notation

3.3.A Information presented in a range of linear and

3.3.C Points (x, y) in any of the four quadrants or locate

3.3.D The coordinates of points identified by geometrical

3.3.E The coordinates of the midpoint of a line segment,

3.3.F And interpret straight line conversion graphs

3.3.G The gradient of a straight line gradient = (increase in

3.3.H That equations of the form y = mx + c are straight line

3.3.I Recognise, generate points and plot graphs of linear

3.3.HA Recognise, plot and draw graphs with equation: 32y Ax

3.3.HB To the graph of y = f(x) the transformations y = f(x) +

3.3.HC And analyse transformations of functions and write the

3.3.HD The gradients of non-linear graphs By drawing a tangent

3.3.HE The intersection points of two graphs, one linear 1()y

3.3.HF The gradient of a straight line given the coordinates

3.3.HG The equation of a straight line parallel to a given line

4 Geometry and trigonometry

4.1 Angles, lines and triangles

4.5 Construction

4.6 Circle properties

4.7 Geometrical reasoning

4.8 Trigonometry and Pythagoras’ theorem

4.9 Mensuration of 2D shapes

4.10 3D shapes and volume

4.11 Similarity

5 Vectors and transformation geometry

5.2 Transformation geometry

6 Statistics and probability

6.1 Graphical representation of data

6.2 Statistical measures

6.3 Probability

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