The binomial theorem Trigonometry Trigonometry Applications of Parametric equations The Normal Spring 2 forces Differentiation distribution Further kinematics Numerical methods Integration (part 1) Integration (part 2) Vectors (3D) Summer 1 Revision Summer 2 Formal examination A level Mathematics Model 2.2 – Proof Algebraic and partial fractions Autumn 1 Algebra and functions Functions and modelling Coordinate geometry in the Series and sequences (x, plane y) The binomial theorem Further algebra Pure Trigonometry Trigonometry Parametric equations Mathematics Autumn 2 Vectors (2D) Differentiation Differentiation Numerical methods Integration Integration (part 1) Exponentials and logarithms Integration (part 2) Spring 1 Vectors (3D) Mechanics Quantities and units in Statistics mechanics Statistical sampling Kinematics 1 (constant Data presentation and Spring 2 acceleration) interpretation Forces & Newton’s laws Probability Kinematics 2 (variable Applied Statistical distributions acceleration) Statistical hypothesis testing Moments Regression and correlation Forces at any angle Probability Summer 1 Applications of kinematics The Normal distribution Applications of forces Further kinematics
The binomial theorem Trigonometry Spring 2 Trigonometry Parametric equations Differentiation Numerical methods Integration (part 1) The Normal distribution Applications of forces Further kinematics Summer 1 Integration (part 2) Vectors (3D) Revision Summer 2 Formal examination A level Mathematics – Model 2.2 Autumn 1 Pure Mathematics Algebra and functions Coordinate geometry in the (x, y) plane Further algebra Trigonometry Vectors (2D) Differentiation Integration Exponentials and logarithms Proof Algebraic and partial fractions Functions and modelling Series and sequences The binomial theorem Trigonometry Parametric equations Differentiation Numerical methods Integration (part 1) Integration (part 2) Vectors (3D) Autumn 2 Spring 1 Applied Statistics Statistical sampling Data presentation and interpretation Probability Statistical distributions Statistical hypothesis testing Regression and correlation Probability The Normal distribution Mechanics Quantities and units in mechanics Kinematics 1 (constant acceleration) Forces & Newton’s laws Kinematics 2 (variable acceleration) Moments Forces at any angle Applications of kinematics Applications of forces Further kinematics Spring 2 Summer 1