Master the GMAT--Math Review: Number Theory and Algebra

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Peterson's, Jun 1, 2010 - Study Aids
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Peterson's provides an in-depth review of the number theory and algebra problems in the Quantitative Section of the GMAT. Factors, multiples, divisibility, prime numbers, exponents, roots and radicals, linear and nonlinear equations, quadratic formulas, algebraic inequalities, weighted average problems, currency problems, mixture problems, investment problems, and problems of rate examples and explanations are included.
 

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Contents

TOP 10 STRATEGIES TO RAISE YOUR SCORE
Number Theory and Algebra
BASIC PROPERTIES OF NUMBERS
FACTORS MULTIPLES AND DIVISIBILITY
PRIME NUMBERS AND PRIME FACTORIZATION
EXPONENTS POWERS
EXPONENTS AND THE REAL NUMBER LINE
ROOTS AND RADICALS
THE QUADRATIC FORMULA
NONLINEAR EQUATIONS WITH TWO VARIABLES
SOLVING ALGEBRAIC INEQUALITIES
WEIGHTED AVERAGE PROBLEMS
CURRENCY PROBLEMS
MIXTURE PROBLEMS
INVESTMENT PROBLEMS
PROBLEMS OF RATE OF PRODUCTION OR WORK

ROOTS AND THE REAL NUMBER LINE
LINEAR EQUATIONS WITH ONE VARIABLE
LINEAR EQUATIONS WITH TWO VARIABLES
LINEAR EQUATIONS THAT CANNOT BE SOLVED
FACTORABLE QUADRATIC EXPRESSIONS WITH ONE VARIABLE
PROBLEMS OF RATE OF TRAVEL SPEED
PROBLEMS INVOLVING OVERLAPPING SETS
SUMMING IT UP
ABOUT THE AUTHOR
Copyright

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About the author (2010)

Foreword is by Sandra Reed, Former Dean of Graduate Studies at Savannah College of Art and Design. Reed grew up in Iowa. She received a full scholarship to attend Drake University, where she received her B.F.A. in painting and drawing. She earned the M.F.A. in painting from The George Washington University as the first Morris Louis Fellow in Painting. She taught at academic institution's Resident Associate Program, prior to moving to Savannah in 1993 to teach at the Savannah College Art and Design. She lives with her husband, John Spurlock, a painter and printmaker, in Savannah, Georgia.

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