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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Pearson Edexcel Pearson Edexcel A Level Mathematics XMA01 revision checklist FAQ

Quick answers about this free revision checklist, how to use it for exam prep, and how it relates to the official syllabus.

What does the 2026 Pearson Edexcel Pearson Edexcel A Level Mathematics XMA01 syllabus cover?

This revision checklist mirrors the official Pearson Edexcel Pearson Edexcel A Level Mathematics XMA01 syllabus for the 2026 examination series. Every topic and sub-topic on the page is taken from the published syllabus document, so working through the list in order gives you full coverage of what your exam can assess. For the authoritative version, always cross-check with the latest syllabus PDF on your exam board's website before your final revision push.

How many topics are on the Pearson Edexcel Pearson Edexcel A Level Mathematics XMA01 exam?

The number of top-level topic groups varies by subject, but you can see the exact count on this page — each major heading in the checklist corresponds to one syllabus topic group, and each row below it is a syllabus-level sub-topic. Use the confidence column (1–5) to flag which sub-topics need more work, and re-score yourself weekly to track real progress instead of guessing.

How long should I spend revising for Pearson Edexcel Pearson Edexcel A Level Mathematics XMA01?

12–16 weeks of focused revision, working through one topic group per week with weekly past-paper practice, is a realistic target for most A Level students. Use this checklist to plan your weeks: filter by topics you have rated 1–3 and spend your first revision block there. Subjects with heavy practical or extended-writing components (e.g. sciences, English) need more past-paper time in the final block than the topic-by-topic phase.

What's the best order to revise Mathematics topics?

Revise in roughly the order the syllabus lists the topics — exam boards build later topics on earlier ones, so taking them in syllabus order avoids gaps. Once you have rated every topic, switch to weakest-first: filter the checklist by confidence ≤ 2 and prioritise those topics in your next study block. This is more effective than re-revising topics you already score 4–5 on.

Where can I find Pearson Edexcel Pearson Edexcel A Level Mathematics XMA01 past papers and mark schemes?

You can find past papers and mark schemes via Tutopiya's Past Paper Finder and on your exam board's official site. Once you have rated each sub-topic on this checklist, attempt past-paper questions on your weakest topics first — practising under timed conditions is the single best predictor of exam performance, more so than re-reading notes.

How do I download this revision checklist as a PDF or CSV?

Use the Download CSV or Print PDF button at the bottom of the checklist. CSV opens in Excel, Numbers or Google Sheets so you can sort by confidence and re-arrange revision order. The PDF is print-ready for offline use. A free Tutopiya account is required for download — this also unlocks the matching topic resources, notes and worked examples on the Learning Portal.

Is this Mathematics revision checklist free to use?

Yes, the checklist itself is free — you can view, score and re-score every topic on this page without an account. The CSV / PDF downloads and access to matching Tutopiya Learning Portal resources require a free account. There is no payment required at any point; teachers and parents can also use this checklist freely with their students.

Does this checklist match the latest Pearson Edexcel Pearson Edexcel A Level Mathematics XMA01 specification?

Yes. The topics and sub-topics on this page are drawn from the current 2026 Pearson Edexcel Pearson Edexcel A Level Mathematics XMA01 specification published by Pearson Edexcel. Exam boards occasionally tweak weighting or assessment structure mid-cycle, so do a quick sanity-check against the official syllabus PDF when you start your revision and again 4 weeks before the exam.