Unit P1: Pure Mathematics 1

P1.1 - Algebra and functions

P1.1.1 - Laws of indices

P1.1.2 - Use and manipulate surds

P1.1.3 - Quadratic functions and their graphs

P1.1.4 - Discriminant of a quadratic

P1.1.5 - Completing the square

P1.1.6 - Solve simultaneous equations

P1.1.7 - Interpreting linear and quadratic inequalities

P1.1.8 - Graphing linear and quadratic inequalities

P1.1.9 - Solutions of linear and quadratic

P1.1.10 - Algebraic manipulation

P1.1.11 - Graphs of functions

P1.1.12 - Effect of simple

P1.2 - Coordinate geometry in the (x, y) plane

P1.3 - Trigonometry

P1.4 - Differentiation

P1.5 - Integration

Unit P2: Pure Mathematics 2

P2.1 - Proof

P2.2 - Algebra and functions

P2.3 - Coordinate geometry in the (x, y) plane

P2.4 - Sequences and series

P2.5 - Exponentials and logarithms

P2.6 - Trigonometry

P2.7 - Differentiation

P2.8 - Integration

Unit FP1: Further Pure Mathematics 1

FP1.1 - Complex numbers

FP1.2 - Roots of quadratic equations

FP1.3 - Numerical solution of equations

FP1.4 - Coordinate systems

FP1.5 - Matrix algebra

FP1.6 - Transformations using matrices

FP1.7 - Series

FP1.8 - Proof

Unit M1: Mechanics 1

M1.1 - Mathematical models in mechanics

M1.2 - Vectors in mechanics

M1.3 - Kinematics of a particle moving in a straight line

M1.4 - Dynamics of a particle moving in a straight line or plane

M1.5 - Statics of a particle

M1.6 - Moments

Unit S1: Statistics 1

S1.1 - Mathematical models in probability and statistics

S1.2 - Representation and summary of data

S1.3 - Probability

S1.4 - Correlation and regression

S1.5 - Discrete random variables

S1.6 - The Normal distribution

Unit D1: Decision Mathematics 1

D1.1 - Algorithms

D1.2 - Algorithms on graphs

D1.3 - Algorithms on graphs II

D1.4 - Critical path analysis

D1.5 - Linear programming

A-Level Edexcel Mathematics AS/Notes/P1.1.1 - Laws of indices

A-Level Edexcel Mathematics AS P1.1.1 - Laws of indices Notes

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