Pure mathematics 1 : Advanced level Mathematicslc/Neill, Hugh

By:

Neill, Hugh

Contributor(s):

Quadling, D. A

Material type: Text

TextSeries: The school mathematics projectPublication details: england:cambridge,1997Edition: 1st edDescription: 760p:ill,27cmISBN:

0521530113

Subject(s):

DDC classification:

512.7

Contents:

Introduction; 1. Coordinates, points and lines; 2. Surds and indices; 3. Functions and graphs; 4. Quadratics; 5. Inequalities; Revision exercise 1; 6. Differentiation; 7. Applications of differentiation; 8. Sequences; 9. The binomial theorem; 10. Trigonometry; 11. Combining and inverting functions; 12. Extending differentiation; Revision exercise 2; 13. Vectors; 14. Geometric sequences; 15. Second derivatives; 16. Integration; 17. Volume of revolution; 18. Radians; Revision exercise 3; Practice examinations; Answers; Index

Summary: Each book covers one syllabus unit (except P2 and P3 which are covered in a combined volume). The syllabus content is arranged in chapters to provide a viable teaching course. Each chapter starts with a list of learning objectives. Mathematical concepts, terminology and notation are explained clearly and carefully. Key results and procedures appear in boxes for easy reference. Stimulating worked examples take a stepby- step approach to problem solving and there are plenty of exercises throughout, as well as revision exercises and practice exam papers.

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Holdings
Item type	Current library	Call number	Copy number	Status	Date due	Barcode
Books	Main library General Stacks	512.3 / NE.P 2004 (Browse shelf(Opens below))	1	Available		005151

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Inclode index

Each book covers one syllabus unit (except P2 and P3 which are covered in a combined volume). The syllabus content is arranged in chapters to provide a viable teaching course. Each chapter starts with a list of learning objectives. Mathematical concepts, terminology and notation are explained clearly and carefully. Key results and procedures appear in boxes for easy reference. Stimulating worked examples take a stepby- step approach to problem solving and there are plenty of exercises throughout, as well as revision exercises and practice exam papers.

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