Graded Exercises in Pure Mathematics

by Barrie Hunt

Here is a wide-ranging collection of exercises for homework, practice and revision. This series covers all areas of A and AS level mathematics, including optional topics, and has been designed for the new specifications. In each section of the book the questions are graded into four Basic, covering the fundamentals of the topic; Intermediate, with questions of examination standard - including many from past papers; Advanced, designed to challenge the most able students; Revision, to increase understanding and confidence. The Answers contain detailed worked solutions to key questions.

464 pages, Paperback

First published January 18, 2001

Reviews

[BingBonger63 · Rating 1 out of 5]

I was stuck on a problem for like 12 hours in total, spending multiple lessons trying to figure it out. Can't find the solution in book because it's a proof, can't find it online because it's from 1964. Nobody's done a fan made worked solutions of this book. The problem was that the proof bit had a typo, no wonder I couldn't solve it back then. To those on page 32, question 8, section b. Prove [aG(x)-Ag(x)]f(x)=aG(x)h(x)-Ag(x)H(x), not [aG(x)-Ag(x)]f(x)=aG(x)h(x)=Ag(x)H(x), because it's not true.