Cambridge international AS and A level mathematics : Pure mathematics 2 & 3. Coursebook / Hugh Neill, Douglas Quadling and Julian Gilbey.
By: Neill, Hugh [author.].
Contributor(s): Quadling, Douglas [author.] | Gilbey, Julian [author.] | University of Cambridge. Local Examinations Syndicate. International Examinations.
Material type:
TextPublisher: Cambridge : Cambridge University Press, 2016Copyright date: ©2016Edition: Revised edition.Description: viii, 343 pages : illustrations ; 28 cm.Content type: text Media type: unmediated Carrier type: volumeISBN: 9781316600221.Subject(s): Mathematics -- TextbooksDDC classification: 510 NEI Summary: Cambridge AS and A Level Mathematics is a revised series to ensure full syllabus coverage. This coursebook has been revised and updated to ensure that it meets the requirements for the Pure Mathematics 2 and 3 (P2 and P3) units of Cambridge AS and A Level Mathematics (9709). Additional materials have been added to sections on logarithmic and exponential functions, the derivative of tan x and vectors. All of the review questions have been updated to reflect changes in the style of questions asked in the course.
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KH8 Senior School Library Staff Office | Teaching Resources | 510 NEI (Browse shelf) | 1 | Available | TRKHSL003903 | |
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KH8 Senior School Library Staff Office | Teaching Resources | 510 NEI (Browse shelf) | 7 | Available | TRKHSL003909 | |
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KH8 Senior School Library Staff Office | Teaching Resources | 510 NEI (Browse shelf) | 8 | Available | TRKHSL003910 | |
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KH8 Senior School Library Staff Office | Teaching Resources | 510 NEI (Browse shelf) | 9 | Checked out | 07/03/2026 | TRKHSL003911 |
"Endorsed by Cambridge International Examinations"--Cover.
Includes index.
Cambridge AS and A Level Mathematics is a revised series to ensure full syllabus coverage. This coursebook has been revised and updated to ensure that it meets the requirements for the Pure Mathematics 2 and 3 (P2 and P3) units of Cambridge AS and A Level Mathematics (9709). Additional materials have been added to sections on logarithmic and exponential functions, the derivative of tan x and vectors. All of the review questions have been updated to reflect changes in the style of questions asked in the course.

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