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.
Use Pythagoras and trigonometry on 3D shapes
Rounding, estimating and error intervals
Simplify, add and subtract fractions with algebra
Simplify powers involving algebra
Angles in shapes and parallel lines
Rectangles, trapeziums, triangles and compound shapes
Mean, median, mode and range
Find bearings and solve bearing problems
Use the circle theorems to find angles in circles
Area and circumference of circles and sectors
Speed, density and other rates
Accurate drawing using a ruler, protractor and compass
Graphs and boxplots showing the median and quartiles
Convert between recurring decimals and fractions
Multiply out and factorise algebraic brackets
HCF, LCM and product of prime factors
Create, use and rearrange equations and formulae
Use, add, subtract, multiply and divide fractions
Explore different ways of representing parts of a whole
Function notation with composite and inverse functions
Cosine rule, sine rule, trigonometric triangle area and graphs
Tables, pie charts, bar charts, sampling, pictograms
Frequency density and class widths
Number lines, solving and on graphs
Quadratic, cubic, reciprocal, exponential, circle functions
Positive, negative, fractional indices
Amounts, reverse, changes, repeated changes
Interior and exterior angles
Combined, mutually exclusive, independent, conditional, tree diagrams
Recipes, currency, direct, inverse proportion
Lengths within right-angled triangles
Expand, factorise, solve, quadratic formula, completing the square
Simplify, sharing amounts, unit ratios
Finding trends, compare information, make predictions
Line of best fit, describing, correlations, making estimates
Fibonacci, geometric, linear, quadratic, nth-term
Properties including sides, faces, edges, vertices
Angles and lengths in similar and congruent shapes
Linear and quadratic equations including graphically
One or multiple operations, brackets and 4-Part
Converting, adding, subtracting, multiplying, dividing
Gradient, y-intercept, equations of lines, coordinates, parallel, perpendicular
Simplify, add, subtract, multiply, rationalise the denominator
Rotations, reflections, translations, enlargements
calculate lengths or angles using sine, cosine, tangent
Collecting like terms and substitute values into expressions
Place value, factors, multiples, prime numbers, operations
Calculate movements, combine directions, solve geometric problems
Draw, interpret, find probabilities
Prisms, pyramids, cones, spheres, compound shapes