The whole syllabus on one page, in Cambridge’s own structure. Every topic links to its revision page, where it is explained, diagrammed and then tested with self-marked exam questions. 53 topics and 385 questions, all free.
Read this before you revise. The paper you are entered for decides which content is examined, so the wrong revision plan wastes weeks.
| Paper | Time | Marks | What it tests |
|---|---|---|---|
| Paper 1 - Non-calculator (Core) | 1 h 30 min | 80 marks | Structured and unstructured questions on the Core subject content, except C1.14 Using a calculator. No calculator allowed. 50% of the qualification. Grades C to G. |
| Paper 3 - Calculator (Core) | 1 h 30 min | 80 marks | Structured and unstructured questions on the Core subject content. A scientific calculator is required. 50% of the qualification. Grades C to G. |
| Paper 2 - Non-calculator (Extended) | 2 h | 100 marks | Structured and unstructured questions on the Extended subject content, except E1.14 Using a calculator. No calculator allowed. 50% of the qualification. Grades A* to C. |
| Paper 4 - Calculator (Extended) | 2 h | 100 marks | Structured and unstructured questions on the Extended subject content. A scientific calculator is required. 50% of the qualification. Grades A* to C. |
AO1 is recall and understanding. AO2 is applying it to a context. AO3 is practical and investigative skills. The mark schemes on every topic page tag each question AO1 or AO2 so you can see which one you are practising.
Work down the list, or jump to whatever your teacher set tonight. Each link opens the topic page with the teaching, the diagrams and the questions.
Types of number, sets, powers and roots, fractions, decimals and percentages, standard form, limits of accuracy, ratio, rates and money - the arithmetic the whole paper rests on.
Algebraic manipulation, equations and inequalities, sequences, proportion, graphs in practical situations, sketching curves, differentiation and functions.
Coordinates, drawing and reading linear graphs, gradient, the equation of a straight line, parallel and perpendicular lines, length and midpoint.
Geometrical terms and vocabulary, constructions, scale drawings, similarity, symmetry, angle properties and circle theorems.
Units of measure, area and perimeter, circles, arcs and sectors, surface area and volume, and compound shapes.
Pythagoras' theorem, right-angled triangles, sine, cosine and tangent, the sine and cosine rules and the area of a triangle.
Reflection, rotation, translation and enlargement, plus column vectors, magnitude and vector arithmetic.
The probability scale, relative and expected frequency, tree diagrams, Venn diagrams and combined events.
Types of data, reading and interpreting statistical diagrams, averages and range, charts and graphs, scatter diagrams and correlation.
The same topics with progress tracking, so you can see what you have covered and what is left.
OpenEvery question on the site in one place. Filter by topic, command word or marks, then mark yourself.
Open