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Core 3 and 4 for OCR Douglas Quadling

Core 3 and 4 for OCR By Douglas Quadling

Core 3 and 4 for OCR by Douglas Quadling


Summary

Fully endorsed by OCR for use with OCR Mathematics GCE specification

Core 3 and 4 for OCR Summary

Core 3 and 4 for OCR by Douglas Quadling

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.

About Douglas Quadling

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Table of Contents

Introduction; CORE 3 0, Some preliminaries; 1, Successive transformations; 2, Functions; 3, Exponential growth and decay; 4, Extending differentiation and integration; 5, Differentiating exponentials and logarithms; 6, Trigonometry; 7, The modulus function; Revision exercise 1; 8, Solving equations numerically; 9, The chain rule; 10, Differentiating products; 11, Volumes of revolution; 12, Simpson's rule Revision exercise 2; Practice examinations for C3; CORE 4 1, Differentiating trigonometric functions; 2, Integration; 3, Parametric equations; 4, Vectors; 5, The binomial expansion Revision exercise 3; 6, Rational functions; 7, Differential equations; 8, Curves defined implicitly; 9, Scalar products of vectors Revision exercise 4; Practice examinations for C4; Answers to C3; Answers to C4; Index

Additional information

GOR001364212
9780521548977
0521548977
Core 3 and 4 for OCR by Douglas Quadling
Used - Very Good
Paperback
Cambridge University Press
20050127
409
N/A
Book picture is for illustrative purposes only, actual binding, cover or edition may vary.
This is a used book - there is no escaping the fact it has been read by someone else and it will show signs of wear and previous use. Overall we expect it to be in very good condition, but if you are not entirely satisfied please get in touch with us

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