A-Level Maths Resources

Topics Covered

Complete coverage of Pure Mathematics, Statistics, and Mechanics modules

Pure Mathematics

Algebra & Functions

Advanced algebraic techniques and function analysis.

Quadratic Functions
Polynomials
Algebraic Fractions
Partial Fractions
Function Transformations

Calculus

Differentiation and integration techniques.

Differentiation Rules
Applications of Derivatives
Integration Methods
Differential Equations
Numerical Methods

Trigonometry

Advanced trigonometric identities and equations.

Trigonometric Functions
Identities & Equations
Radians & Arc Length
Compound Angles
R-α Transformations

Sequences & Series

Arithmetic and geometric progressions.

Arithmetic Sequences
Geometric Sequences
Binomial Expansion
Sigma Notation
Proof by Induction

Exponentials & Logarithms

Logarithmic and exponential functions.

Laws of Logarithms
Exponential Functions
Natural Logarithms
Exponential Growth/Decay
Log Equations

Vectors

Vector algebra and applications in 2D and 3D.

Vector Notation
Scalar Product
Vector Equations of Lines
3D Vectors
Vector Applications

Statistics

Statistical Sampling

Sampling methods and data representation.

Sampling Techniques
Data Presentation
Measures of Location
Measures of Spread
Outliers

Probability

Advanced probability theory and distributions.

Probability Rules
Conditional Probability
Venn Diagrams
Tree Diagrams
Independent Events

Statistical Distributions

Binomial and normal distributions.

Binomial Distribution
Normal Distribution
Z-scores
Normal Approximations
Hypothesis Testing

Mechanics

Kinematics

Motion in one and two dimensions.

Displacement & Velocity
Acceleration
SUVAT Equations
Projectile Motion
Variable Acceleration

Forces & Newton's Laws

Force analysis and equilibrium.

Newton's Laws of Motion
Force Diagrams
Resolving Forces
Friction
Connected Particles

Moments & Statics

Moments, equilibrium, and centers of mass.

Moments
Equilibrium
Centre of Mass
Toppling & Sliding
Rigid Body Mechanics

Available Resources

Comprehensive materials designed for A-Level success

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Revision Notes

Detailed notes covering Pure, Statistics, and Mechanics modules.

30+ Guides

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Practice Questions

Extensive question banks with fully worked solutions.

800+ Questions

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Video Tutorials

In-depth explanations of complex A-Level topics.

75+ Videos

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Past Papers

Full A-Level past papers from all major exam boards.

50+ Papers

Exam Board Aligned

Resources tailored for AQA, Edexcel, OCR, and OCR MEI specifications.

AS & A2 Coverage

Complete materials for both AS-Level and full A-Level courses.

Formula Booklets

Quick-reference formula sheets for exams and revision.

Expert Created

Developed by experienced A-Level Maths teachers and examiners.

Top Exam Tips for A-Level Maths

Strategic advice to maximize your A-Level performance

1

Master the Formula Book

Know which formulas are in the formula book and which you need to memorize. Don't waste time looking up formulas that aren't provided—learn them beforehand.

2

Show Clear Method Marks

A-Level marking is generous with method marks. Write each step clearly, even if you're unsure of the final answer. Examiners can't award marks for working they can't see.

3

Practice Past Papers Under Timed Conditions

Time management is crucial. Complete full papers in exam conditions to build stamina and identify which topics need more focus.

4

Check Units and Exact Answers

Pay attention to whether the question asks for an exact answer (fractions, surds, π) or a decimal approximation. Losing marks for decimal rounding when exact answers are required is avoidable.

5

Learn Proof Structures

Proof questions have specific structures. Practice writing clear, logical proofs with proper mathematical language and notation.

6

Use Your Calculator Effectively

Know your calculator inside out—especially functions for statistics, solving equations, and integration. A good calculator technique can save precious exam time.

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