Free access until 31 December 2026 · Physics and Maths questions and notes, updated continuously · Build a test · Get an email before anything changes

ExaminerPrep › IAL Maths (Edexcel)

International A Level Mathematics · Pearson Edexcel · Pure, Mechanics, Statistics, Decision

IAL Maths (Edexcel)

Everything for the course in one place: notes for every topic, original past-paper-style questions with mark schemes, a test builder, flashcards and simulations.

D1 · Decision Mathematics 1

Topic D1.1

Algorithms: sorting, searching and packing

Notes: Algorithms: sorting, searching and packing

Topic D1.2

Graphs, minimum spanning trees and Dijkstra

Notes: Graphs, minimum spanning trees and Dijkstra

Topic D1.3

Route inspection and the travelling salesperson

Notes: Route inspection and the travelling salesperson

Topic D1.4

Critical path analysis

Notes: Critical path analysis

Topic D1.5

Linear programming

Notes: Linear programming

M1 · Mechanics 1

Topic M1.1

Modelling and vectors in mechanics

Notes: Modelling and vectors in mechanics

Topic M1.2

Kinematics in a straight line

Notes: Kinematics in a straight line

Topic M1.3

Dynamics: Newton's laws, connected particles and friction

Notes: Dynamics: Newton's laws, connected particles and friction

Topic M1.4

Momentum and impulse

Notes: Momentum and impulse

Topic M1.5

Statics of a particle

Notes: Statics of a particle

Topic M1.6

Moments

Notes: Moments

M2 · Mechanics 2

Topic M2.1

Projectiles

Notes: Projectiles A2

Topic M2.2

Variable acceleration and vectors with calculus

Notes: Variable acceleration and vectors with calculus A2

Topic M2.3

Centres of mass

Notes: Centres of mass A2

Topic M2.4

Work, energy and power

Notes: Work, energy and power A2

Topic M2.5

Collisions and restitution

Notes: Collisions and restitution A2

Topic M2.6

Statics of rigid bodies

Notes: Statics of rigid bodies A2

P1 · Pure Mathematics 1

Topic P1.1

Indices, surds and quadratics

Notes: Indices, surds and quadratics

Topic P1.2

Simultaneous equations and inequalities

Notes: Simultaneous equations and inequalities

Topic P1.3

Polynomials, curve sketching and transformations

Notes: Polynomials, curve sketching and transformations

Topic P1.4

Straight-line graphs

Notes: Straight-line graphs

Topic P1.5

Trigonometry: triangles, radians and graphs

Notes: Trigonometry: triangles, radians and graphs

Topic P1.6

Differentiation

Notes: Differentiation

Topic P1.7

Integration

Notes: Integration

P2 · Pure Mathematics 2

Topic P2.1

Proof and algebraic division

Notes: Proof and algebraic division

Topic P2.2

Coordinate geometry of circles

Notes: Coordinate geometry of circles

Topic P2.3

Sequences and series

Notes: Sequences and series

Topic P2.4

The binomial expansion

Notes: The binomial expansion

Topic P2.5

Exponentials and logarithms

Notes: Exponentials and logarithms

Topic P2.6

Trigonometric identities and equations

Notes: Trigonometric identities and equations

Topic P2.7

Stationary points and optimisation

Notes: Stationary points and optimisation

Topic P2.8

Definite integration, areas and the trapezium rule

Notes: Definite integration, areas and the trapezium rule

P3 · Pure Mathematics 3

Topic P3.1

Algebraic fractions and functions

Notes: Algebraic fractions and functions A2

Topic P3.2

Modulus and transformations of graphs

Notes: Modulus and transformations of graphs A2

Topic P3.3

Reciprocal and inverse trigonometric functions

Notes: Reciprocal and inverse trigonometric functions A2

Topic P3.4

Compound angles, double angles and R-form

Notes: Compound angles, double angles and R-form A2

Topic P3.5

Exponential and logarithmic functions

Notes: Exponential and logarithmic functions A2

Topic P3.6

Differentiation: chain, product and quotient rules

Notes: Differentiation: chain, product and quotient rules A2

Topic P3.7

Integration of standard functions

Notes: Integration of standard functions A2

Topic P3.8

Numerical methods

Notes: Numerical methods A2

P4 · Pure Mathematics 4

Topic P4.1

Proof by contradiction and partial fractions

Notes: Proof by contradiction and partial fractions A2

Topic P4.2

Parametric equations

Notes: Parametric equations A2

Topic P4.3

The binomial series

Notes: The binomial series A2

Topic P4.4

Implicit differentiation and rates of change

Notes: Implicit differentiation and rates of change A2

Topic P4.5

Integration by substitution, by parts and with partial fractions

Notes: Integration by substitution, by parts and with partial fractions A2

Topic P4.6

Volumes of revolution

Notes: Volumes of revolution A2

Topic P4.7

Differential equations

Notes: Differential equations A2

Topic P4.8

Vectors in two and three dimensions

Notes: Vectors in two and three dimensions A2

S1 · Statistics 1

Topic S1.1

Representing data

Notes: Representing data

Topic S1.2

Measures of location and dispersion

Notes: Measures of location and dispersion

Topic S1.3

Probability

Notes: Probability

Topic S1.4

Correlation and regression

Notes: Correlation and regression

Topic S1.5

Discrete random variables

Notes: Discrete random variables

Topic S1.6

The Normal distribution

Notes: The Normal distribution

S2 · Statistics 2

Topic S2.1

Binomial and Poisson distributions

Notes: Binomial and Poisson distributions A2

Topic S2.2

Continuous random variables

Notes: Continuous random variables A2

Topic S2.3

Continuous uniform distribution and Normal approximations

Notes: Continuous uniform distribution and Normal approximations A2

Topic S2.4

Sampling and hypothesis testing

Notes: Sampling and hypothesis testing A2