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Higher Tier OCR GCSE Mathematics Revision Guide Second Edition
Howard Baxter, Michael Handbury, John Jeskins, Jean Matthews, Eddie Wilde, Brian Seager Series Ed

Paperback
RRP: £7.99
ISBN: 9780340959176

Published: 25/04/2008
Extent: 96 pages

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Summary:
Higher Tier GCSE Mathematics Revision Guide has been written by experienced examiners and is endorsed by OCR for use with the OCR GCSE Mathematics A (Linear Assessment), OCR GCSE Mathematics B (MEI) and OCR GCSE Mathematics C (Graduated Assessment) specifications.

The book is divided into two sections by apprximate level of difficulty.

The accompanying CD-ROM contains extra practice questions, extra exam-style questions and answers.

There are plenty of features to give students every chance of exam success:

'Test Yourself' supports students' revision of each topic

Advice and guidance on exam techniques

Exam-style questions throughout give students regular opportunities to practise their exam skills

  • 'Test Yourself' supports students' revision of each topic
  • Advice and guidance on exam techniques
  • Exam-style questions throughout give students regular opportunities to practise their exam skills

Table of Contents:
Section 1
Number
Algebra
Use of symbols
Linear equations
Formulae
Inequalities
Trial and improvement
Sequences
Plotting graphs
Interpreting graphs
Shape and Space
Handling Data
Identification and selection of data
Processing and representing data
Probability
Section 2
Number
Powers and roots
Fractions and decimals
Percentages
Written methods
Calculator methods
Algebra
Expansions, factors and indices
Formulae
Direct and inverse proportion
Gradient and equations of straight lines
Quadratic functions and equations
Simultaneous equations
Algebraic fractions
Graphical solution of simultaneous equations and linear inequalities
Graphs of functions
Transformations and functions
Graphs in real life
Shape and Space
Properties of triangles and other shapes
Pythagoras and trigonometry
Properties of circles
Three-dimensional shapes
Transformations, coordinates and vectors
Measures
Arcs and sectors of circles
Handling Data
Processing and representing data
Probability
Sampling

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