A-Level Mathematics

Advance your pure mathematics for A-Level — further algebra, trigonometric identities, calculus techniques, parametric equations, and numerical methods.

Master advanced algebraic techniques for AQA A-Level Mathematics — polynomial manipulation, inequalities, simultaneous equations, functions, modulus, graph transformations, partial fractions, and binomial expansions.

Master every aspect of A-Level trigonometry — radians, exact values, reciprocal and inverse functions, addition and double angle formulae, the R cos(θ ± α) form, identity proofs, equation solving, and small angle approximations. Aligned to AQA specification 7357.

Master coordinate geometry and parametric methods for A-Level Mathematics — straight lines, circles, parametric equations, implicit differentiation, curve sketching, intersections, and coordinate proofs.

Master calculus applications for A-Level Mathematics — optimisation, rates of change, tangents and normals, curve sketching, areas under and between curves, numerical integration, substitution, parts, and differential equations.

Master statistical concepts for A-Level Mathematics — sampling, distributions, hypothesis testing, correlation, regression, and probability.

Master mechanics concepts for A-Level Mathematics — kinematics, forces, Newton's laws, projectiles, moments, energy, and momentum.

Master the AQA large data set — explore real weather data, clean and prepare data for analysis, apply summary statistics, correlation, regression, probability models, and hypothesis testing in context.

Develop advanced problem-solving skills and master mathematical proof techniques for AQA A-Level Mathematics — covering deduction, exhaustion, contradiction, counterexample, multi-step proof, and cross-topic problem solving in pure maths, statistics, and mechanics.

Master the AQA A-Level Mathematics exam — understand paper structure, know what to memorise, learn mark scheme patterns, and build an effective revision strategy.