Further Maths Exam Questions By Topic

We are now taking bookings for our Easter Revision Courses 2020 which will be taking place at the University of York. This will cover the syllabus in its entirety where students will get a chance to cover exam questions and get insider tips on how to target the marks from experienced teachers with experience exam board marking.

YearStrandQuestionsMark Schemes
A2 FurtherMechProblem Solving With Circular Motion Mark Scheme
A2 FurtherMechCentres Of Mass Mark Scheme
A2 FurtherMechCentres of Mass Involving Integration Mark Scheme
A2 FurtherMechLinear Motion With Variable Acceleration Mark Scheme
A2 FurtherMechHooke’s Law Mark Scheme
A2 FurtherMechOblique Collisions Mark Scheme
A2 FurtherPureComplex Roots Of Equations and Using Exponential and Polar Form Mark Scheme
A2 FurtherPureDeMoivre’s Theorem and Applications To Trigonometry Mark Scheme
A2 FurtherPureSummations (Proof By Induction) Mark Scheme
A2 FurtherPureSummations (Method Of Differences) Mark Scheme
A2 FurtherPureSummations (Standard Formulae) Mark Scheme
A2 FurtherPureMean Value of a Function Mark Scheme
A2 FurtherPureMaclaurin Expansion Mark Scheme
A2 FurtherPureHyperbolic Identities and Equations Mark Scheme
A2 FurtherPureDifferentiation of Inverse Trigonometric and Hyperbolic Functions Mark Scheme
A2 FurtherPureIntegration Involving Trigonometric and Hyperbolic Functions Mark Scheme
A2 FurtherPureVolumes of Revolution Mark Scheme
A2 FurtherPureImproper Integrals Mark Scheme
A2 FurtherPurePartial Fractions and Integration Mark Scheme
A2 FurtherPureLines and Planes (Equations, Angles Between and Intersection) Mark Scheme
A2 FurtherPurePolar Coordinates Mark Scheme
A2 FurtherPureDistance Between Planes and Lines Mark Scheme
A2 FurtherPureMatrices, Simultaneous Equations and Applications to Intersections of Planes Mark Scheme
A2 FurtherPureFirst Order Differential Equations Mark Scheme
A2 FurtherPureFirst Order Differential Equations Involving Substitutions Mark Scheme
A2 FurtherPureSecond Order Differential Equations Mark Scheme
A2 FurtherPureApplied First Order Differential Equations Mark Scheme
A2 FurtherPureSimple, Forced and Damped Harmonic Motion Mark Scheme
A2 FurtherPureCoupled Simultaneous First Order Differential Equations Mark Scheme
A2 FurtherStatsGeometric Distribution Questions (with Year 2 Content) Mark Scheme
A2 FurtherStatsContinuous Random Variables (Mean, Variance and Median) Mark Scheme
A2 FurtherStatsContinuous Random Variables (Cumulative Distributions) Mark Scheme
A2 FurtherStatsContinuous Uniform Distribution Mark Scheme
A2 FurtherStatsContinuous Random Variables (Functions of CRVs) Mark Scheme
A2 FurtherStatsExponential Distribution Mark Scheme
A2 FurtherStatsChi Squared Tests (Goodness of Fit) (Year 2) Mark Scheme
A2 FurtherStatsCombinations of Continuous Random Variables Mark Scheme
A2 FurtherStatsSingle Sample and Paired Sample Sign Tests Mark Scheme
A2 FurtherStatsWilcoxon Single Sample and Paired Sample Hypothesis Tests Mark Scheme
A2 FurtherStatsWilcoxon Rank Sum Tests Mark Scheme
A2 FurtherStatsUsing Central Limit Theorem Mark Scheme
A2 FurtherStatsHypothesis Tests Requiring Unbiased Estimators and Central Limit Theorem Mark Scheme
A2 FurtherStatsConfidence Intervals for the Mean of a Sampling Distribution Mark Scheme
AS FurtherMechWork, Energy and Power Mark Scheme
AS FurtherMechDimensional Analysis Mark Scheme
AS FurtherMechConservation of Momentum Mark Scheme
AS FurtherMechCoefficient of Restitution Mark Scheme
AS FurtherMechHorizontal Circular Motion Mark Scheme
AS FurtherMechVertical Circular Motion Mark Scheme
AS FurtherPureComplex Numbers – Basic Operations Mark Scheme
AS FurtherPureComplex Numbers – Square Roots of Complex Numbers Mark Scheme
AS FurtherPureComplex Numbers – The Argand Diagram and Loci Mark Scheme
AS FurtherPureMatrices – 2×2 Transformations Mark Scheme
AS FurtherPureMatrices – 3×3 Determinants and Inverses Mark Scheme
AS FurtherPureMatrices – 3×3 Transformations Mark Scheme
AS FurtherPureMatrices – Invariant Points and Lines Mark Scheme
AS FurtherPureMatrices – Operations, Determinants and Inverses Mark Scheme
AS FurtherPureProof By Induction (Matrices) Mark Scheme
AS FurtherPureProof By Induction (Divisibility) Mark Scheme
AS FurtherPureProof By Induction (Inductive Sequences) Mark Scheme
AS FurtherPureProof By Induction (Inequalities) Mark Scheme
AS FurtherPureRoots of Polynomials Mark Scheme
AS FurtherPureVectors Mark Scheme
AS FurtherStatsPermutations and Combinations Mark Scheme
AS FurtherStatsDiscrete Random Variables Mark Scheme
AS FurtherStatsExpectation and Variance of Linear Transformations of Discrete Random Variables Mark Scheme
AS FurtherStatsBinomial Distribution Mark Scheme
AS FurtherStatsGeometric Distribution Mark Scheme
AS FurtherStatsDiscrete Uniform Distribution Mark Scheme
AS FurtherStatsPoisson Distribution Mark Scheme
AS FurtherStatsHypothesis Tests for Linear Correlation Mark Scheme
AS FurtherStatsLeast Squares Regression Line Mark Scheme
AS FurtherStatsChi Squared Tests (Contingency Tables) Mark Scheme
AS FurtherStatsChi Squared Tests (Goodness of Fit) (Year 1) Mark Scheme