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Store AS Pure Mathematics Revision Guide
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AS Pure Maths Revision Guide.png
AS Pure Maths Revision Guide.png

AS Pure Mathematics Revision Guide

£9.00

This E-book is designed to breakdown the course topic by topic to make your revision time efficient and effective.

Each topic is concisely explained with a handy key point summary at the end.

This product does not contain any exercises and is designed to be accompanied by the AS Pure Mathematics Problem Sets.

Topics covered:

  • Indices & Surds

  • Co-ordinate Geometry and Polynomials

  • Plotting Graphs and Transformations

  • Binomial Expansion for Integer Powers

  • Basic Calculus for Polynomials and Exponentials

  • Logarithms & Exponentials

  • Trigonometry and Trigonometric Equations

  • Vectors

  • Basic Proof and Proof by Exhaustion

Add To Cart

This E-book is designed to breakdown the course topic by topic to make your revision time efficient and effective.

Each topic is concisely explained with a handy key point summary at the end.

This product does not contain any exercises and is designed to be accompanied by the AS Pure Mathematics Problem Sets.

Topics covered:

  • Indices & Surds

  • Co-ordinate Geometry and Polynomials

  • Plotting Graphs and Transformations

  • Binomial Expansion for Integer Powers

  • Basic Calculus for Polynomials and Exponentials

  • Logarithms & Exponentials

  • Trigonometry and Trigonometric Equations

  • Vectors

  • Basic Proof and Proof by Exhaustion

This E-book is designed to breakdown the course topic by topic to make your revision time efficient and effective.

Each topic is concisely explained with a handy key point summary at the end.

This product does not contain any exercises and is designed to be accompanied by the AS Pure Mathematics Problem Sets.

Topics covered:

  • Indices & Surds

  • Co-ordinate Geometry and Polynomials

  • Plotting Graphs and Transformations

  • Binomial Expansion for Integer Powers

  • Basic Calculus for Polynomials and Exponentials

  • Logarithms & Exponentials

  • Trigonometry and Trigonometric Equations

  • Vectors

  • Basic Proof and Proof by Exhaustion

Look Inside

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