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A-level · 9MA0

Edexcel A-level Mathematics

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926 original questionsWorking beside each questionFree · no sign-in needed

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100 marks in two hours. Original paper-only forms, the correct paper sections and a proposed mark scheme for every question.

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01MechanicsMoments6 original questions02PureArithmetic sequences & series4 original questions03PureBinomial expansion26 original questions04PureCircles19 original questions05PureCurve sketching27 original questions06StatisticsPresenting & interpreting data15 original questions07PureApplications of differentiation58 original questions08PureGradients & derivatives5 original questions09PureDifferentiation from first principles4 original questions10PureDifferentiation parametric implicit & differential equations16 original questions11PureDifferentiating standard functions16 original questions12PureDifferentiation techniques19 original questions13PureExponentials & logarithms5 original questions14PureExponential modelling4 original questions15MechanicsForces & Newton’s laws7 original questions16PureFunctions40 original questions17PureGeometric sequences & series6 original questions18PureGraph transformations19 original questions19PureIndices19 original questions20PureInequalities19 original questions21PureDefinite integration & areas17 original questions22PureDifferential equations30 original questions23PureIndefinite integration5 original questions24PureIntegration by substitution54 original questions25PureIntegration by parts & partial fractions42 original questions26MechanicsConstant acceleration6 original questions27MechanicsGravity & projectiles6 original questions28MechanicsMotion & graphs7 original questions29MechanicsVariable acceleration5 original questions30PureLogarithm laws & exponential equations5 original questions31MechanicsEquilibrium9 original questions32MechanicsFriction7 original questions33MechanicsQuantities & SI units6 original questions34MechanicsResultant forces & motion5 original questions35MechanicsWeight & gravity4 original questions36PureModels in context13 original questions37PureModulus function18 original questions38PureNumerical integration4 original questions39PureIteration & Newton–Raphson8 original questions40PureNumerical methods in context4 original questions41PureLocating roots4 original questions42PureParametric equations48 original questions43PurePartial fractions29 original questions44PurePolynomials21 original questions45PureQuadratic functions19 original questions46PureReduction to linear form4 original questions47PureModelling with sequences & series4 original questions48PureSigma notation10 original questions49PureSimultaneous equations19 original questions50StatisticsStatistical distributions12 original questions51StatisticsStatistical hypothesis testing13 original questions52StatisticsStatistical sampling7 original questions53StatisticsStatistics probability9 original questions54PureStraight lines19 original questions55PureSurds19 original questions56PureTrigonometric equations & proofs25 original questions57PureTrigonometry essentials6 original questions58PureFurther identities & R form8 original questions59PureInverse trigonometric functions & identities7 original questions60PureSmall angles & trigonometric graphs6 original questions61PureVector essentials4 original questions62PurePosition vectors & operations7 original questions63PureVector problem solving7 original questions64PureProof30 original questions

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Hard pure maths questions

184 hard questions across algebra, trig and calculus. Practise the methods used in our 1v1 pool, with three hints and worked solutions.

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Your exam at a glance
  • 01 · Pure 1 · 100 marks · 2 hours
  • 02 · Pure 2 · 100 marks · 2 hours
  • 03 · Statistics & mechanics · 100 marks · 2 hours

Calculator permitted. Show sufficient working in the spaces provided. Give inexact answers to 3 significant figures unless specified otherwise. The official exam provides a formulae and statistical tables booklet.

Topic practice includes fluency and exam-style problems. It does not replace complete timed papers or the board’s large data set.

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Binomial expansionA-level pure · 7 marks →Curve sketchingA-level pure · 10 marks →Applications of differentiationA-level pure · 12 marks →Differentiation parametric implicit & differential equationsA-level pure · 9 marks →Differentiating standard functionsA-level pure · 8 marks →FunctionsA-level pure · 9 marks →

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