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Pure Mathematics 3 Hugh Neill

Pure Mathematics 3 par Hugh Neill

Pure Mathematics 3 Hugh Neill


€6.70
État - Très bon état
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Résumé

This book is part of a series of textbooks written specifically for the OCR modular mathematics syllabus. Mathematical ideas are explained clearly, with stimulating worked examples, revision exercises and mock exam papers - all written by experienced examiners. Pure Mathematics 3 has chapters on trigonometry, parametric and implicit equations, and vectors.

Pure Mathematics 3 Résumé

Pure Mathematics 3 Hugh Neill

This book is part of a series of textbooks written specifically for the OCR modular mathematics syllabus. Each book or half-book corresponds exactly to one module. Both teachers and students will enjoy using these books. Each chapter starts with a short list of learning objectives, and mathematical ideas are explained carefully and clearly, with many stimulating worked examples. There are plenty of exercises throughout, along with revision exercises and mock exam papers - all written by experienced examiners. Pure Mathematics 3 has chapters on trigonometry, parametric and implicit equations, and vectors. It also introduces further methods of differentiation and integration.

Pure Mathematics 3 Avis

'I think that the students will find this book pleasant to work from, and that, with careful planning, it will prove to be a very effective resource, allowing teachers to prepare their students comprehensively for the P3 examination.' The Mathematical Gazette

Sommaire

Introduction; 1. Trigonometry; 2. Differentiating trigonometric functions; 3. Circles; 4. Parametric equations; 5. Vectors; 6. The binomial expansion; Revision exercise 1; 7. Rational functions; 8. Differentiating products; 9. Differential equations; 10. Integration by substitution; 11. Curves defined implicitly; 12. Scalar products of vectors; Revision exercise 2; Mock examination papers; Answers; Index

Informations supplémentaires

GOR001249203
9780521783705
0521783704
Pure Mathematics 3 Hugh Neill
Occasion - Très bon état
Broché
Cambridge University Press
20001012
204
N/A
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