Edexcel: A-Level Maths Notes

A-Level Maths
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Paper 1

Spec Points 1 - 10

Paper 2

Spec Points 1 - 9

Paper 1: Spec Points 1 - 10

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1.1-2.3

Proofs, Indices, and Quadratics

2.4-2.6

Simultaneous Equations, Inequalities, and Polynomials

2.7-2.8

Reciprocals, Proportionality, and Functions

2.9-3.2

Partial Fractions, Graphs, and Circles

3.3-4.6

Parametric Equations, Binomial Expansions, Sequences, and Series

5.1-5.3

Radians and Basic Trig Functions

5.4-5.8

Reciprocal and Inverse Trig Functions and Identities

5.9-6.5

Trig, Exponential, and Logarithmic Equations

6.6-7.1

Logarithmic Modelling and Simple Differentiation

7.2-8.1

Advanced Differentiation and Simple Integration

8.2-8.4

Advanced Integration and Finding Areas

8.5-9.1

Integrating Fractions, Integrating by Parts, Differential Equations, and Change of Sign

9.2-9.5

Iterative and Newton Raphson Methods, and The Trapezium Rule

10.1-10.3

Vector Notation, Magnitude, Direction, and Addition

10.5-10.5

Scaled and Position Vectors, Sampling Terminology

Paper 2: Spec Points 1 - 9

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1.1-2.1

Sampling Techniques and Histograms

2.1-2.2

Box Plots, Cumulative Frequency, and Bivariate Data

2.3

Central Tendencies and Percentiles

2.4-3.1

Variance, Coding, Probability Notation, and Types of Events

3.2-4.1

Conditional Probability and Diagrams, Discrete and Binomial Distributions

4.2-5.1

Normal Distribution and Hypothesis Testing Terminology

5.1-5.3

Critical Regions, PMCCs, and Performing Hypothesis Tests

6.1-7.2

Units and Terminology of Mechanics, Motion Graphs, and 1D SUVAT

7.3-8.2

2D SUVAT, Kinematic Calculus, Projectiles, and Newton’s First and Second Laws

8.2-8.5

Weight, Resolving Forces, Equilibrium, Reaction Forces, Inclines, and Pulleys

8.6

Friction, Moments, Equilibrium, and Uniform Objects

9.1

Non-Uniform Rods, Pivots, Supports, and Point of Tilting