OCR A-Level Further Mathematics A
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Explore OCR A-Level Further Mathematics A by Topics
Sequences and Series
Problem Types
Dimensional Analysis
Probability
Proof
Poisson & Geometric Hypothesis Testing
Probability Generating Functions
Poisson & Binomial Distributions
Central Limit Theorem
Geometric & Negative Binomial Distributions
Discrete Probability Distributions
Elastic Strings & Springs
Work, Energy & Power
Momentum & Impulse
Linear Programming (LP) problems
Critical Path Analysis
Algorithms
Proof by Induction
First Order Differential Equations
Polar Coordinates
Vector Lines
Volumes of Revolution
Hyperbolic Functions
Roots of Polynomials
Properties of Matrices
Complex Numbers & Argand Diagrams
Number Theory
Graphs and Networks
Work, Energy and Power
Discrete Variables
Complex Numbers
Chi Squared Tests
Elastic Collisions in 1D
Graphical Solution of LP problems
Graphs
Second Order Differential Equations
Vector Planes
Methods in Calculus
Series
Transformations using Matrices
Exponential Form & de Moivre's Theorem
Groups
Impulse and Momentum
Continuous Variables
Matrices
Quality of Tests
Elastic Collisions in 2D
Simplex Algorithm
Minimum Spanning Trees
Simple Harmonic Motion
Maclaurin Series
Further Vectors
Network Algorithms
Centre of Mass
Linear Combinations
Vectors
Shortest Path Algorithms
Surfaces and Diff
Project Management
Circular Motion
Hypothesis Testing
Algebra
The Route Inspection Algorithm
Further Calculus
Linear Programming
Further Dynamics
Chi-squared Tests
The Travelling Salesman Problem
Game Theory
Non-parametric Tests
Correlation
Regression
Binomial Distribution
Differential Equations
Geometric Distribution
Poisson Distribution
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