Mathematics Made Simple: Sixth Edition by Cusick, Thomas

Mathematics Made Simple: Sixth Edition

Brushing up on math has never been easier Just about everyone can use some extra help improving...
BD$31.60 BMD
BD$31.60 BMD
SKU: 9780767915380
Product Type: Books
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Author: Thomas Cusick
Format: Paperback
Language: English
Subtotal: BD$31.60
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Mathematics Made Simple: Sixth Edition by Cusick, Thomas

Mathematics Made Simple: Sixth Edition

BD$31.60

Mathematics Made Simple: Sixth Edition

BD$31.60
Author: Thomas Cusick
Format: Paperback
Language: English
Brushing up on math has never been easier

Just about everyone can use some extra help improving or remembering basic math skills. Finally, all the information you need to master the basics, once and for all, is at your fingertips. Featuring several overviews of a multitude of mathematical concepts, as well as detailed learning plans, Mathematics Made Simple presents the information you need in clear, concise lessons that make math fun to study. Easy-to-use features include:

* complete coverage of fractions, decimals, percents, algebra, linear equations, graphs, probability, geometry, and trigonometry
* step-by-step solutions to every problem
*multiple choice tests to help you monitor your progress
* a final, comprehensive test that makes it easy to pinpoint your strengths and target areas that need work
* glossaries of relevant mathematical terms
* sidebars that introduce real-life applications of mathematical principles

Void of lengthy explanations and difficult computations, Mathematics Made Simple will banish your math anxiety forever.

Author: Thomas Cusick
Publisher: Crown Publishing Group (NY)
Published: 08/19/2003
Pages: 288
Binding Type: Paperback
Weight: 1.49lbs
Size: 10.24h x 7.79w x 0.76d
ISBN: 9780767915380

About the Author
Thomas Cusick is a scholar of crypotgraphy, number theory, and combinatorics. He is the author of works such as Mathematics Made Simple, Cryptographic Boolean Functions and Applications, Stream Ciphers and Number Theory, and The Markoff and Lagrange Spectra, as well as a contributor to many publications. He is also a professor of mathematics at the University at Buffalo.

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