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Pearson Edexcel A Level Mathematics

Syllabus YMA01 · Specification Issue 3, April 2019 · sourced from Pearson Edexcel -- official International Advanced Subsidiary/Advanced Level Mathematics specification PDF, verified 2026-08-19.

  1. 1. Unit P1: Pure Mathematics 1

    • P1.1 Algebra and functions
    • P1.2 Coordinate geometry in the (x, y) plane
    • P1.3 Trigonometry
    • P1.4 Differentiation
    • P1.5 Integration

  2. 2. Unit P2: Pure Mathematics 2

    • P2.1 Proof
    • P2.2 Algebra and functions
    • P2.3 Coordinate geometry in the (x, y) plane
    • P2.4 Sequences and series
    • P2.5 Exponentials and logarithms
    • P2.6 Trigonometry
    • P2.7 Differentiation
    • P2.8 Integration

  3. 3. Unit P3: Pure Mathematics 3

    • P3.1 Algebra and functions
    • P3.2 Trigonometry
    • P3.3 Exponentials and logarithms
    • P3.4 Differentiation
    • P3.5 Integration
    • P3.6 Numerical methods

  4. 4. Unit P4: Pure Mathematics 4

    • P4.1 Proof
    • P4.2 Algebra and functions
    • P4.3 Coordinate geometry in the (x, y) plane
    • P4.4 Binomial expansion
    • P4.5 Differentiation
    • P4.6 Integration
    • P4.7 Vectors

  5. 5. Unit M1: Mechanics 1

    • M1.1 Mathematical models in mechanics
    • M1.2 Vectors in mechanics
    • M1.3 Kinematics of a particle moving in a straight line
    • M1.4 Dynamics of a particle moving in a straight line or plane
    • M1.5 Statics of a particle
    • M1.6 Moments

  6. 6. Unit M2: Mechanics 2

    • M2.1 Kinematics of a particle moving in a straight line or plane
    • M2.2 Centres of mass
    • M2.3 Work and energy
    • M2.4 Collisions
    • M2.5 Statics of rigid bodies

  7. 7. Unit S1: Statistics 1

    • S1.1 Mathematical models in probability and statistics
    • S1.2 Representation and summary of data
    • S1.3 Probability
    • S1.4 Correlation and regression
    • S1.5 Discrete random variables
    • S1.6 Discrete distributions
    • S1.7 The Normal distribution

  8. 8. Unit S2: Statistics 2

    • S2.1 The Binomial and Poisson distributions
    • S2.2 Continuous random variables
    • S2.3 Continuous distributions
    • S2.4 Samples
    • S2.5 Hypothesis tests

  9. 9. Unit D1: Decision Mathematics 1

    • D1.1 Algorithms
    • D1.2 Algorithms on graphs
    • D1.3 Algorithms on graphs II
    • D1.4 Critical path analysis
    • D1.5 Linear programming