INTRODUCTION

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MODULE

C1Notation, Proof, Algebra and Functions, Coordinate Geometry, Sequences and Series, Differentiation, Integration, Summary

C2Algebra and Functions, Coordinate Geometry, Exponentials and Logs, Sequences and Series, Trigonometry, Differentiation, Integration, Summary

C3Notation, Algebra and functions, Coordinate Geometry, Trigonometry, Exponentials and logs, Numerical Methods, Differentiation, Summary

C4Algebra and Functions, Sequences and Series, Coordinate Geometry, Differentiation, Integration, Vectors, Summary

D1Algorithms, Algorithms on graphs, Route inspection, Critical path analysis, Linear programming, Matchings, Summary

FP1Complex numbers, Numerical Methods, Coordinate geometry, Matrix Algebra, Sequences and series, Proof, Summary

FP2Inequalities, Sequences and Series, Complex numbers, 1st Order Differential Equations, 2nd Order Differential Equations, Maclaurin and Taylor Series, Polar Coordinates, Summary

FP3Hyperbolic functions, Coordinate geometry, Differentiation, Integration, Vectors, Matrix Algebra, Summary

M1Mathematical modelling, Vectors, Kinematics, Statics, Dynamics, Moments, Summary

M2Kinematics, Centres of mass, Work and energy, Collisions, Statics, Summary

M3Further Dynamics, Work and Energy, Kinematics, Centres of Mass, Motion in a circle, Summary

S1Notation, Statistical models, Summarising data, Probability, Correlation and Regression, Discrete Random Variables, The Normal Distribution, Summary

S2The Binomial Distribution, The Poisson Distribution, Continuous Random Variables, Continuous Distributions, Hypothesis tests, Combinations of random variables, Summary

S3Combinations of random variables, Sampling, Estimation, Hypothesis tests, Goodness of fit, Correlation and regression, Summary

MAPSelect Using the Interactive Map