A Level Maths Exam Questions By Topic

Please select the relevant section from expandable headings below. You can search for your relevant subtopic using the search bar at the top of each table.

TopicQuestions / Mark SchemesRelated Tutoral Video
Yr1 Pure – AlgebraProofVideo
Yr1 Pure – Surds and IndicesIndicesVideo
Yr1 Pure – Surds and IndicesSurdsVideo
Yr1 Pure – QuadraticsCompleting the SquareVideo
Yr1 Pure – QuadraticsInequalitiesVideo
Yr1 Pure – QuadraticsSimultaneous EquationsVideo
Yr1 Pure – QuadraticsStealth QuadraticsVideo
Yr1 Pure – QuadraticsThe DiscriminantVideo
Yr1 Pure – InequalitiesInequalitiesVideo
Yr1 Pure – Straight LinesStraight LinesVideo
Yr1 Pure – InequalitiesGraphing InequalitiesVideo
Yr1 Pure – AlgebraBinomial ExpansionVideo
Yr1 Pure – AlgebraPolynomial Division and Factor TheoremVideo
Yr1 Pure – CirclesCirclesVideo
Yr1 Pure – Exponentials and LogsLaws of Logarithms and Logarithmic EquationsVideo
Yr1 Pure – Exponentials and LogsSolving Exponential EquationsVideo
Yr1 Pure – Exponentials and LogsExponential and Logarithmic EquationsVideo
Yr1 Pure – Exponentials and LogsExponential ModellingVideo
Yr1 Pure – Exponentials and LogsReduction To Linear FormVideo
Yr1 Pure – TransformationsTransformation Of FunctionsVideo
Yr1 Pure – TrigonometrySine and Cosine Rules and Area of a TriangleVideo
Yr1 Pure – TrigonometryIntroduction To Trigonometric EquationsVideo
Yr1 Pure – TrigonometryTrigonometric Equations and IdentitiesVideo
Yr1 Pure – VectorsVectorsVideo
Yr1 Pure – DifferentiationDifferentiation (Mixed)Video
Yr1 Pure – DifferentiationDifferentiation From First PrinciplesVideo
Yr1 Pure – DifferentiationStationary PointsVideo
Yr1 Pure – DifferentiationTangents and Normals to CurvesVideo
Yr1 Pure – DifferentiationPractical Applications of DifferentiationVideo
Yr1 Pure – IntegrationDefinite and Indefinite IntegralsVideo
Yr1 Pure – IntegrationFinding the Equation of a Curve Given the DifferentialVideo
Yr1 Pure – IntegrationArea Between a Curve and the x-AxisVideo
Yr1 Pure – IntegrationIntegration (Mixed)Video
Yr1 Pure – CalculusMixed Calculusn/a
Yr1 Stats – SamplingSampling and Data Collectionn/a
Yr1 Stats – Representation of DataStatistical Diagrams and Measuresn/a
Yr1 Stats – Representation of DataAverages and Spreadn/a
Yr1 Stats – ProbabilityIntro to ProbabilityVideo
Yr1 Stats – ProbabilityDiscrete Random Variablesn/a
Yr1 Stats – ProbabilityBinomial DistributionVideo
Yr1 Stats – Hypothesis TestingBinomial Hypothesis TestingVideo
Yr1 Stats – Hypothesis TestingBinomial Hypothesis Testing ProblemsVideo
Yr1 Mech – ForcesConnected ParticlesVideo
Yr1 Mech – ForcesForces in Two Dimensionsn/a
Yr1 Mech – KinematicsKinematics (Velocity and Displacement Time Graphs)Video
Yr1 Mech – KinematicsKinematics with Constant Acceleration (SUVAT)Video
Yr1 Mech – KinematicsKinematics with Variable AccelerationVideo
Yr2 Pure – AlgebraProof By ContradictionVideo
Yr2 Pure – AlgebraPartial FractionsVideo
Yr2 Pure – AlgebraRational Functions and Polynomial DivisionVideo
Yr2 Pure – FunctionsFunctions (Domain, Range and Inverse)Video
Yr2 Pure – FunctionsThe Modulus FunctionVideo
Yr2 Pure – FunctionsMultiple Transformations Of Functionsn/a
Yr2 Pure – SequencesApplied Sequences and SeriesVideo
Yr2 Pure – SequencesArithmetic SeriesVideo
Yr2 Pure – SequencesBinomial ExpansionVideo
Yr2 Pure – SequencesGeometric SequencesVideo
Yr2 Pure – SequencesMixed SequencesVideo
Yr2 Pure – TrigonometryCompound Angle Formulae – Rcos(x) and Rsin(x)Video
Yr2 Pure – TrigonometryCompound Angle Formulae (Harder)Video
Yr2 Pure – TrigonometryRadians, Circle Sectors and TrianglesVideo
Yr2 Pure – TrigonometrySmall Angle ApproximationsVideo
Yr2 Pure – TrigonometrySolving Equations Using Compound Angle Formulae
Yr2 Pure – TrigonometryFurther Trig and Reciprocal Trig FunctionsVideo
Yr2 Pure – DifferentiationDifferentiation (Chain, Product and Quotient Rules) IntroductoryVideo
Yr2 Pure – DifferentiationDifferentiation (Chain, Product and Quotient Rules) HarderVideo
Yr2 Pure – DifferentiationImplicit DifferentiationVideo
Yr2 Pure – DifferentiationConnected Rates of Changen/a
Yr2 Pure – IntegrationStandard Integrals of Form f(ax+b)Video
Yr2 Pure – IntegrationIntegration Involving Trigonometric FunctionsVideo
Yr2 Pure – IntegrationIntegration of Rational FunctionsVideo
Yr2 Pure – IntegrationIntegration By SubstitutionVideo
Yr2 Pure – IntegrationIntegration By PartsVideo
Yr2 Pure – IntegrationDifferential EquationsVideo
Yr2 Pure – IntegrationArea Between a Curve and the y-AxisVideo
Yr2 Pure – IntegrationAreas Involving Two CurvesVideo
Yr2 Pure – Parametric EquationsParametric Equations and DifferentiationVideo
Yr2 Pure – Parametric EquationsIntegrating Parametric FunctionsVideo
Yr2 Pure – Numerical MethodsTrapezium Rulen/a
Yr2 Pure – Numerical MethodsBounds on Integrals Using Rectanglesn/a
Yr2 Pure – Numerical MethodsCobweb and Staircase Diagrams in Numerical MethodsVideo
Yr2 Pure – Numerical MethodsThe Newton-Raphson MethodVideo
Yr2 Stats – ProbabilityConditional Probability and Venn DiagramsVideo
Yr2 Stats – ProbabilityConditional Probability with Tree Diagrams and Two-Way TablesVideo
Yr2 Stats – Normal DistributionNormal DistributionVideo
Yr2 Stats – Normal DistributionHypothesis Testing for the Sample Mean of a Normal DistributionVideo
Yr2 Stats – Normal DistributionNormal Approximation to Binomial Distribution (OCR Only)n/a
Yr2 Mech – Vector MechVariable Acceleration in Two DimensionsVideo
Yr2 Mech – Vector MechConstant Acceleration in Two Dimensionsn/a
Yr2 Mech – Vector MechForces and Motion in 3 Dimensionsn/a
Yr2 Mech – ProjectilesProjectilesVideo
Yr2 Mech – Statics/DynamicsResolving Non-Perpendicular Forces at a PointVideo
Yr2 Mech – Statics/DynamicsStatics and Dynamics in 2d Without FrictionVideo
Yr2 Mech – Statics/DynamicsStatics and Dynamics in 2d With FrictionVideo
Yr2 Mech – MomentsMoments In 1 DimensionVideo
Yr2 Mech – MomentsMoments in 2 Dimensionsn/a
Yr2 Mech – MomentsProblem Solving with Moments in 1 and 2 Dimensionsn/a

The Ultimate Study Tool for A Level Maths

The game-changing learning and revision tool for A-Level Maths.

Every topic in the A Level Maths syllabus has been mapped out and an in-depth tutorial video recorded, explaining topics clearly from basics by means of carefully crafted examples.

Accompanying each tutorial video are worksheets giving students the opportunity to practice the skills learnt. Each worksheet comes with FULL WORKED SOLUTIONS, showing you exactly HOW to get to the answers.

To consolidate knowledge in an exam context, at the end of each section there are exam questions on that particular topic, allowing you to apply the newly learnt skills and improve fluency and accuracy.

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