Further Dynamics Revision Notes, Past Papers & Questions for A-Level OCR Further Maths

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A-Level OCR Further Maths Further Dynamics Revision Notes

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Other A-Level OCR Further Maths topics to explore

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Numerical Methods

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Momentum and Impulse

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Work, Energy and Power

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Elastic

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Circular Motion

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Centres of Mass

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Discrete Random Variables

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Type I and Type II Errors

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Continuous Random Variables

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Chi Squared Tests

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Distributions

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Graph Theory

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Networks

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Network Flows

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Linear Programming

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Critical Path Analysis

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Binary Operations

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1.1 Complex Numbers & Argand Diagrams

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2.1 Properties of Matrices

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3.1 Roots of Polynomials

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10.1 Algorithms

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9.1 Proof by Induction

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4.1 Hyperbolic Functions

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5.1 Volumes of Revolution

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6.1 Vector Lines

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8.1 First Order Differential Equations

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7.1 Polar Coordinates

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1.2 Exponential Form & de Moivre's Theorem

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10.2 Graphs

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8.2 Second Order Differential Equations

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6.2 Vector Planes

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5.2 Methods in Calculus

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3.2 Series

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2.2 Transformations using Matrices

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8.3 Simple Harmonic Motion

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3.3 Maclaurin Series

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10.3 Minimum Spanning Trees

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10.1 Algorithms

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11.1 Critical Path Analysis

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12.1 Linear Programming (LP) problems

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10.2 Graphs

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12.2 Graphical Solution of LP problems

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10.3 Minimum Spanning Trees

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12.3 Simplex Algorithm

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10.4 Shortest Path Algorithms

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10.5 The Route Inspection Algorithm

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10.6 The Travelling Salesman Problem

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13.1 Momentum & Impulse

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14.1 Work, Energy & Power

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15.1 Elastic Strings & Springs

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15.2 Elastic Collisions in 1D

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15.3 Elastic Collisions in 2D

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16.1 Discrete Probability Distributions

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17.1 Geometric & Negative Binomial Distributions

Further Maths CIE

18.1 Central Limit Theorem

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19.1 Poisson & Binomial Distributions

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20.1 Probability Generating Functions

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21.1 Poisson & Geometric Hypothesis Testing

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21.2 Chi Squared Tests

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21.3 Quality of Tests

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1.1 Complex Numbers & Argand Diagrams

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2.1 Properties of Matrices

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3.1 Roots of Polynomials

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10.1 Algorithms

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9.1 Proof by Induction

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4.1 Hyperbolic Functions

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5.1 Volumes of Revolution

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6.1 Vector Lines

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8.1 First Order Differential Equations

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7.1 Polar Coordinates

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1.2 Exponential Form & de Moivre's Theorem

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10.2 Graphs

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8.2 Second Order Differential Equations

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6.2 Vector Planes

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5.2 Methods in Calculus

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3.2 Series

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2.2 Transformations using Matrices

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8.3 Simple Harmonic Motion

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3.3 Maclaurin Series

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10.3 Minimum Spanning Trees

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10.1 Algorithms

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11.1 Critical Path Analysis

Further Maths OCR

12.1 Linear Programming (LP) problems

Further Maths OCR

10.2 Graphs

Further Maths OCR

12.2 Graphical Solution of LP problems

Further Maths OCR

10.3 Minimum Spanning Trees

Further Maths OCR

12.3 Simplex Algorithm

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10.4 Shortest Path Algorithms

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10.5 The Route Inspection Algorithm

Further Maths OCR

10.6 The Travelling Salesman Problem

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13.1 Momentum & Impulse

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14.1 Work, Energy & Power

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15.1 Elastic Strings & Springs

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15.2 Elastic Collisions in 1D

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15.3 Elastic Collisions in 2D

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16.1 Discrete Probability Distributions

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17.1 Geometric & Negative Binomial Distributions

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18.1 Central Limit Theorem

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19.1 Poisson & Binomial Distributions

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20.1 Probability Generating Functions

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21.1 Poisson & Geometric Hypothesis Testing

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21.2 Chi Squared Tests

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21.3 Quality of Tests

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Proof

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Complex Numbers

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Matrices

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Vectors

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Algebra

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Series

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Hyperbolic Functions

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Further Calculus

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Polar Coordinates

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Differential Equations

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Probability

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Discrete Variables

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Continuous Variables

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Linear Combinations

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Hypothesis Testing

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Chi-squared Tests

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Non-parametric Tests

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Correlation

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Regression

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Binomial Distribution

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Geometric Distribution

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Poisson Distribution

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Dimensional Analysis

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Work, Energy and Power

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Impulse and Momentum

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Centre of Mass

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Circular Motion

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Problem Types

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Graphs and Networks

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Algorithms

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Network Algorithms

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Project Management

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Linear Programming

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Game Theory

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Sequences and Series

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Number Theory

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Groups

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Further Vectors

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Surfaces and Diff

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Further Calculus

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