# A-level Maths e-library

In this section, you will find resources that will support your teaching of our A-level Maths specification, including resources for AS.

Use the menu links on the left-hand side to find resources for a particular topic.

 Refine search:Topic:A-level (inc AS)   Algebraic manipulations, quadratic equations and simultaneous equations     Indices     Polynomials     Quadratics     Simultaneous equations     Surds   Binomial expansions   Binomial theorem, sequences and series     Arithmetic series     Geometric series     Sequences including increasing, decreasing, periodic     Series modelling     Sigma notation   Data presentation and interpretation     Measures of centre and spread     Outliers     Representing bivariate data     Representing single-variable data   Differential equations     Forming differential equations     Implicit and parametric differentiation     Interpreting differential equation solutions     Modelling     Solving differential equations   Differentiation     Differentiating standard functions     Differentiation applications     Introducing differentiation     Product, chain and quotient rule   Equilibrium and resolving     Addition of forces, resultant forces, motion in a plane     Newton's second law   Exponentials and logarithms     Exponential equations     Exponential gradient     Exponential graphs     Exponential modelling     Log laws     Logarithmic functions     Using logs to linearise data   Forces and Newton's laws     Newton's first law     Newton's second law     Newton's third law     Weight and gravitational acceleration   Functions and transformations     Composite and inverse functions     Graph sketching     Graph transformations     Polynomials   Graphs, linear and quadratic inequalities     Graph sketching     Graph transformations     Inequalities   Integration     Definite integration     Fundamental theorem of calculus     Integrating standard functions     Integration as a limit of a sum     Integration by substitution and parts   Kinematics     Kinematics in one dimension       Calculus for motion       Constant acceleration formula       Interpret graphs for motion in a straight line       Language of kinematics       Projectiles       Quantities and units     Kinematics in two dimensions (A-level only)       Calculus for motion       Cartesian components       Constant acceleration formula       Contextual vector problems       Projectiles       Trig applications   Moments     Moments   Numerical methods     Change of sign     Iterative methods     Numerical methods in context     Trapezium rule   Parametric equations     Implicit and parametric differentiation     Parametric equations     Parametric modelling   Partial fractions and integration     Integration with partial fractions     Partial fractions   Probability and statistical distribution     Binomial distribution     Further probability       Conditional probability       Modelling with probability     Independence and mutual exclusivity     Normal distribution     Selecting distributions   Proof   Statics and dynamics     Addition of forces, resultant forces, motion in a plane     Friction   Statistical hypothesis testing     Binomial testing     Hypothesis testing     Normal testing   Statistical sampling   Straight lines and circles     Circle geometry     Linear graphs   Trigonometry and circular measure     Addition formulae     Reciprocal and inverse trig functions     Sine, Cosine rule and Radians     Small angle approximations     Solving trigonometric equations     Trigonometric graphs     Trigonometric identites     Trigonometric proofs   Vectors     Cartesian components     Contextual vector problems     Magnitude/direction form     Position vectors     Vector addition and scalar multiplicationType:Any Diagnostic Questions (e-library) Lesson plans (e-library) Overview (e-library) Activities (e-library) Plenaries (e-library) Starters (e-library) Worksheets (e-library) Tests (e-library) Videos (e-library) Game (e-library) Miscellaneous (e-library) Revision (e-library)