Fully endorsed by OCR and revised to match the 2005 specification, this series has been carefully revised by experienced teachers and provides easy to use texts. Cambridge Advanced Mathematics for OCR encourages achievement by supporting revision and consolidation through review exercises and mock exam papers written by experienced examiners. The books also explore ideas through practical and computer activities.

 

This book is part of a book series called Cambridge Advanced Level Mathematics For Ocr .

This book is aimed at children in secondary school.

There are 453 pages in this book. This book was published 2004 by Cambridge University Press .

Paul Abbott is a maths teacher and author. Hugh Neill lectures in a range of mathematical subjects. Both have written numerous books on a variety of maths topics.

This book has the following chapters: Introduction; CORE 1 1, Coordinates, points and lines; 2, Surds; 3, Some important graphs; 4, Quadratics; 5, Differentiation; 6, Inequalities; Revision exercise 1; 7, Index notation; 8, Polynomials; 9, Transforming graphs; 10, Investigating shapes of graphs; 11, Applications of differentiation; 12, Circles; Revision exercise 2; Practice examinations for C1 CORE 2 1, Trigonometry; 2, Sequences; 3, The binomial theorem; 4, The sine and cosine rules; 5, Integration; 6, Geometric sequences; Revision exercise 3; 7, Exponentials and logarithms; 8, Factors and remainders; 9, Radians; 10, The trapezium rule; Revision exercise 4; Practice examinations for C2; Answers to C1; Answers to C2; Index