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  1. A Level
  3. Maths OCR

Maths

Spec H240

Free OCR A Level Maths revision: 3,058 exam-style questions and past papers from 2018–2025 with mark schemes.

1 Pure Mathematics

1.1 Proof

1.2 Algebra and Functions

1.3 Coordinate Geometry in the x-y Plane

1.4 Sequences and Series

1.5 Trigonometry

1.6 Exponentials and Logarithms

1.7 Differentiation

1.8 Integration

1.9 Numerical Methods (A-level only)

1.10 Vectors

2 Statistics

2.1 Statistical Sampling

2.2 Data Presentation and Interpretation

2.3 Probability

2.4 Statistical Distributions

2.5 Statistical Hypothesis Testing

3 Mechanics

3.1 Quantities and Units in Mechanics

3.2 Kinematics

3.3 Forces and Newton's Laws

3.4 Moments (A-level only)

Assessment at a glance

AssessmentFormatDurationMarksWeighting
Paper 1 (Pure Mathematics)Written exam2h100 marks33.3%
Paper 2 (Pure and Statistics)Written exam2h100 marks33.3%
Paper 3 (Pure and Mechanics)Written exam2h100 marks33.3%

All topics

1 Pure Mathematics

1.1 Proof

1.2 Algebra and Functions

1.3 Coordinate Geometry in the x-y Plane

1.4 Sequences and Series

1.5 Trigonometry

1.6 Exponentials and Logarithms

1.7 Differentiation

1.8 Integration

1.9 Numerical Methods (A-level only)

1.10 Vectors

2 Statistics

2.1 Statistical Sampling

2.2 Data Presentation and Interpretation

2.3 Probability

2.4 Statistical Distributions

2.5 Statistical Hypothesis Testing

3 Mechanics

3.1 Quantities and Units in Mechanics

3.2 Kinematics

3.3 Forces and Newton's Laws

3.4 Moments (A-level only)

Course aims & skills

OCR A Level Maths builds the skills examiners reward. By the end of the course you should be able to:

  • construct and present clear mathematical arguments and proofs
  • use and apply standard techniques fluently
  • solve problems within mathematics and in modelling contexts
  • interpret solutions in the context of the problem
  • work confidently with functions, calculus and vectors
  • reason with probability and statistical distributions
  • model motion and forces in mechanics
  • use a calculator and technology effectively
  • translate real-world situations into mathematical models

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