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Concepts in Competitive Mathematics, Second Edition by Zachary M Boazman (Paperback / softback, 2014)

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About this product

Product Information

This short reference book contains fundamental concepts crucial to solving math competition problems such as those found on the Mathematical Association of America's AMC 10, AMC 12, and AIME, as well as those found in local or regional competitions. Full of formulas as well as examples and solutions, this book shows how specific problems can be best solved in order to succeed in math competitions. Content is organized by mathematical topic and has been selected for its diversity. Topics include Number Theory, Combinatorics, Probability, Statistics, Sequences and Series, Algebra, Geometry, Trigometry, and Coordinate Mathematics. The book even contains a section containing the author's own tips from past experience in math competitions. All in all, this is a must buy for math competition participants and teachers alike. Contains: Nine Chapters, Table of Contents, Bibliography, Index. What's new in the second edition? Larger figures Improved formatting More exmples New contests cited Updated information Bibliography Corrected errors And more!

Product Identifiers

PublisherCreatespace Independent Publishing Platform

ISBN-101500837261

ISBN-139781500837266

eBay Product ID (ePID)237317595

Product Key Features

SubjectMathematics

LanguageEnglish

TypeTextbook

AuthorZachary M Boazman

FormatTrade Paperback (Us) ,Unsewn / Adhesive Bound, Paperback / Softback

Additional Product Features

Date of Publication13/08/2014

Country of PublicationUnited States

Edited byDr Richard Newcomb

Author BiographyZachary M. Boazman attended Cistercian Preparatory School from 2002 to 2010, graduating Salutatorian in May of 2010. In his Senior year, he wrote this book with the help of Dr. Richard Newcomb, head of the Math department at Cisterican, as a resource for junior high and high school students preparing for Math competitions. Zachary went on to study mathematics at the University of Oklahoma, earning a Bachelors of Science with distinction. While he is no longer in the mathematics field, the author continues to enjoy mathematical puzzles and problems as a way to exercise his brain.

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