Home
About Us
Courses
Choose your subject
Easter Revision
MyResources
Choose your year group
Choose your subject
Coming soon
FAQs
Testimonials
Blog
Enrol now
Sign In
No results found for "
".
Home
About Us
Courses
Easter Revision
MyResources
FAQs
Testimonials
Blog
Courses
Coming soon
MyResources
Coming soon
Sign In
Enrol now
Home
A Level Maths Notes
No results found for "
".
A Level Maths
Edexcel
Edexcel
Featured Notes
Featured Notes
Our Head of Maths
@NeilDoesMaths
9+ years of teaching
1st class in Maths from UCL
Our Head of Maths
@NeilDoesMaths
9+ years of teaching
1st class in Maths from UCL
Year 13 Pure
Algebraic Methods
Proof by Contradiction
Partial Fractions
The Binomial Expansion
Vectors - Intersecting Diagonals
Functions
Function Notation
Domain and Range
Composite and Inverse Functions
Introduction to Modulus Functions and Graphs
Solving with Modulus Functions
Sequences and Series
Arithmetic Sequences
Geometric Sequences
Sigma Notation
Recurrence Relations
Trigonometry
Introduction to Radians
Arcs, Sectors and Segments
Small Angle Approximations
Solving Basic Trigonometric Functions in Radians
Reciprocated Trigonometric Functions
Pythagorean Identities and Proof
Pythagorean and Reciprocated Trigonometric Equations
Inverse Trigonometric Functions
Addition Formulae
Double Angle Formulae
R-Transformations
Modelling with Trigonometry
Parametric Equations
Introduction to Parametric Equations
Applications of Parametric Equations
Differentiation
Derivative of Sine from First Principles
Chain Rule
Differentiating Composite Functions
Product Rule
Quotient Rule
Differentiating Reciprocated Trig Functions
Differentiating Inverse Trigonometric Functions
Parametric Differentiation
Implicit Differentiation
Inflection Points and Concavity
Related Rates of Change
Integration
Integration by Recognition
Integration Using Trigonometric Identities
Integration by the Reverse Chain Rule
Substitution
Integration by Parts
Integration using Partial Fractions
Parametric Integration
Separation of Variables
Forming and Solving Differential Equations
Numerical Methods
Trapezium Rule
Fixed Point Iteration
Newton-Raphson Method
Year 13 Mechanics
Moments
Introduction to Moments
Moment of Forces Acting on a Uniform Rod
Moment of Forces Acting on a Non-Uniform Rod
Tilting of Rigid Bodies
Forces
Resolving Forces
Friction
Equilibrium of Forces
Newton's 2nd Law in 2D with Friction
Connected Particles
Statics of Rigid Bodies
Projectile Motion
Horizontal Projections
Acute Angle Projections
Projectile Motion and Vectors
Variable Acceleration
Further Variable Acceleration
Variable Acceleration and Vectors
Vectors and SUVAT
SUVAT in Two Dimensions
Year 13 Statistics
Conditional Probability
Set Notation and Venn Diagrams
Conditional Probability and the Addition Rule
Probability and Venn Diagrams
Probability and Tree Diagrams
Correlation
Product Moment Correlation Coefficient
Testing for Correlation
The Normal Distribution
Normal Distribution Properties
The Inverse and Cumulative Normal Distribution
The Z-Distribution
Conditional Probability and the Normal Distribution
Approximating the Binomial Distribution
Hypothesis Testing on the Normal Distribution
Year 12 Pure (Coming soon)
Algebra & Functions
Index Laws
Change of Base
Surds
Solving Quadratics
Simultaneous Equations
Completing the Square
Algebraic Fractions
Sketching Quadratics
Quadratic Inequalities
Modelling with Quadratics
Discriminant
Graphs of Functions
Transformations of Functions
Factor Theorem
Coordinate Geometry
Equation of a Straight Line
Straight Line Graphs
Equations of Circles
Circles and Lines
Circle Properties
Proof
Methods of Proof
Sequences & Series
Pascal's Triangle
The Binomial Expansion
Trigonometry
Trigonometric Ratios
Trigonometric Graphs
Trigonometric Identities
Solving Trigonometric Equations
Differentiation
Differentiation from First Principles
Differentiation
Tangents and Normals
Increasing/Decreasing Functions
Stationary Points
Sketching Gradient Functions
Optimisation
Integration
Integration
Definite Integrals
Using Integration to Find Areas
Finding Areas Below The Horizontal Axis and Between Curves
Exponentials & Logarithms
Exponentials and Euler's Number
Logarithms
Laws of Logarithms
Solving with Logarithms and Exponentials
Modelling with Exponentials
Non-Linear Data
Vectors
Introduction to Vectors
Vector Problems and Applications
Year 12 Mechanics (Coming soon)
Kinematics
Graphs of Motion
SUVAT Equations
Motion Under Gravity
Variable Acceleration
Forces & Newton's Laws
Introduction to Forces
Forces and Acceleration
Motion in a Lift and Horizontal Surfaces
Connected Particles
Pulleys
Vectors
Introduction to Vectors
Vector Problems and Applications
Year 12 Statistics (Coming soon)
Data Presentation & Interpretation
Measures of Location
Measures of Spread
Representation of Data
Correlation
Probability
Venn Diagrams
Tree Diagrams
Statistical Distributions
The Binomial Distribution
Hypothesis Testing
Hypothesis Testing with The Binomial Distribution
Critical Regions
Our Head of Maths
@NeilDoesMaths
9+ years of teaching
1st class in Maths from UCL
Our Head of Maths
@NeilDoesMaths
9+ years of teaching
1st class in Maths from UCL