Pearson Edexcel Pearson Edexcel A Level Mathematics (XMA01) – Topical revision checklist 2026

Topical revision checklist for Pearson Edexcel Pearson Edexcel A Level Mathematics — specification XMA01. Track confidence for each topic and sub-topic; aligned to 2026 specification headings. Topic headings follow the Pearson Edexcel International A Level structure used on Tutopiya (overlaps with UK GCE content; confirm with your school). Rate your confidence (1–5) for each specification topic.

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TopicSub-topicResourcesConfidence (1–5)Last reviewedNext review
Pure: Proof and algebraProof by contradiction and exhaustion (as specified)
Pure: Proof and algebraRational expressions; algebraic division
Pure: Proof and algebraPartial fractions with linear and quadratic denominators
Pure: Proof and algebraModulus equations and inequalities
Pure: Functions, graphs, and coordinate geometryDomain, range, inverse, composite functions
Pure: Functions, graphs, and coordinate geometryTransformations and combinations of transformations
Pure: Functions, graphs, and coordinate geometryParametric and Cartesian equations
Pure: Functions, graphs, and coordinate geometryCircles and tangents
Pure: Sequences and trigonometrySummation of series; method of differences (as specified)
Pure: Sequences and trigonometryBinomial expansion for rational n (as specified)
Pure: Sequences and trigonometryRadian measure; small-angle approximations
Pure: Sequences and trigonometrySec, cosec, cot; identities and equations
Pure: CalculusDifferentiation: chain, product, quotient, implicit
Pure: CalculusConnected rates of change
Pure: CalculusIntegration: substitution, parts, partial fractions
Pure: CalculusVolumes of revolution
Pure: CalculusDifferential equations: separable; modelling
Pure: Vectors and numerical methodsScalar product; equation of a plane (as specified)
Pure: Vectors and numerical methodsNewton–Raphson method
Pure: Vectors and numerical methodsTrapezium rule; error considerations
StatisticsDiscrete and continuous distributions
StatisticsNormal distribution; standardising
StatisticsHypothesis tests: mean, proportion, correlation
StatisticsType I and II errors (introductory)
MechanicsVariable acceleration; vectors in kinematics
MechanicsDynamics with friction; coefficient of friction
MechanicsWork–energy principle; power
MechanicsMoments; centres of mass; equilibrium

Use with our Past Paper Finder for exam practice. Always cross-check topic coverage with your school’s route and the official board specification.

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