GCSE Topics

Prepare effectively for your GCSE Maths exams with our extensive collection of Higher and Foundation level practice papers. These papers are carefully structured to cover all key Higher and Foundation maths topics, including number, algebra, geometry, statistics, and probability. Designed as exam-style questions, they help students at every level consolidate learning, practise problem-solving, and improve exam technique. Perfect for Edexcel, AQA, OCR, and Eduqas GCSE Maths, these topic-based revision papers allow you to focus on your strengths, address weaker areas, and build confidence in tackling both Foundation and Higher tier questions.

Papers

3D Pythagoras and Trigonometry

Use Pythagoras and trigonometry on 3D shapes

Accuracy

Rounding, estimating and error intervals

Algebraic Fractions

Simplify, add and subtract fractions with algebra

Algebraic indices

Simplify powers involving algebra

Angles

Angles in shapes and parallel lines

Area and Perimeter

Rectangles, trapeziums, triangles and compound shapes

Averages

Mean, median, mode and range

Bearings

Find bearings and solve bearing problems

Circle Theorems

Use the circle theorems to find angles in circles

Circles

Area and circumference of circles and sectors

Compound Measures

Speed, density and other rates

Constructions And Loci

Accurate drawing using a ruler, protractor and compass

Cumulative Frequency

Graphs and boxplots showing the median and quartiles

Decimals

Convert between recurring decimals and fractions

Expand/Factorise Linear

Multiply out and factorise algebraic brackets

Factors and Primes

HCF, LCM and product of prime factors

Formulae

Create, use and rearrange equations and formulae

Fractions

Use, add, subtract, multiply and divide fractions

Fractions Decimals Percentages

Explore different ways of representing parts of a whole

Functions

Function notation with composite and inverse functions

Further Trigonometry

Cosine rule, sine rule, trigonometric triangle area and graphs

Handling Data

Tables, pie charts, bar charts, sampling, pictograms

Histograms

Frequency density and class widths

Inequalities

Number lines, solving and on graphs

Non-Linear Graphs

Quadratic, cubic, reciprocal, exponential, circle functions

Number Indices

Positive, negative, fractional indices

Percentages

Amounts, reverse, changes, repeated changes

Polygons

Interior and exterior angles

Probability

Combined, mutually exclusive, independent, conditional, tree diagrams

Proportion

Recipes, currency, direct, inverse proportion

Pythagoras’ Theorem

Lengths within right-angled triangles

Quadratics

Expand, factorise, solve, quadratic formula, completing the square

Ratios

Simplify, sharing amounts, unit ratios

Real-Life Graphs

Finding trends, compare information, make predictions

Scatter Graphs

Line of best fit, describing, correlations, making estimates

Sequences

Fibonacci, geometric, linear, quadratic, nth-term

Shape

Properties including sides, faces, edges, vertices

Similarity And Congruence

Angles and lengths in similar and congruent shapes

Simultaneous Equations

Linear and quadratic equations including graphically

Solving Linear Equations

One or multiple operations, brackets and 4-Part

Standard Form

Converting, adding, subtracting, multiplying, dividing

Straight-Line Graphs

Gradient, y-intercept, equations of lines, coordinates, parallel, perpendicular

Surds

Simplify, add, subtract, multiply, rationalise the denominator

Transformations

Rotations, reflections, translations, enlargements

Trigonometry

calculate lengths or angles using sine, cosine, tangent

Using Algebra

Collecting like terms and substitute values into expressions

Using Number

Place value, factors, multiples, prime numbers, operations

Vectors

Calculate movements, combine directions, solve geometric problems

Venn Diagrams

Draw, interpret, find probabilities

Volume And Surface Area

Prisms, pyramids, cones, spheres, compound shapes