Precalculus : Graphing and Data Analysis / Edition 2

Precalculus : Graphing and Data Analysis / Edition 2

by Michael J. Sullivan, Michael J. III Sullivan
     
 

This book motivates students by highlighting real people facing real challenges finding real solutions. This series features real workers at Motorola, along with hundreds of applications and real data sets highlighting the relevance and scope of activities a reader may encounter in life. Covers such topics as graphs, functions, polynomial and rational functions, the… See more details below

Overview

This book motivates students by highlighting real people facing real challenges finding real solutions. This series features real workers at Motorola, along with hundreds of applications and real data sets highlighting the relevance and scope of activities a reader may encounter in life. Covers such topics as graphs, functions, polynomial and rational functions, the zeros of a polynomial function, exponential and logarithmic functions, trigonometric functions, analytic trigonometry, applications of trigonometric functions, polar coordinates, vectors, analytic geometry, systems of equations and inequalities, sequence, induction, the binomial theorem, counting and probability, and more. For anyone interested in Precalculus.

Product Details

ISBN-13:
9780130269270
Publisher:
Pearson
Publication date:
08/17/2000
Edition description:
Older Edition
Pages:
1121
Product dimensions:
8.22(w) x 10.28(h) x 1.53(d)

Table of Contents

Preface to the Instructor
Preface to the Student
List of Applications
Photo Credits
Ch. 1Graphs and Equations1
Ch. 2Functions and Their Graphs109
Ch. 3Polynomial and Rational Functions189
Ch. 4Exponential and Logarithmic Functions297
Ch. 5Trigonometric Functions393
Ch. 6Analytic Trigonometry473
Ch. 7Applications of Trigonometric Functions521
Ch. 8Polar Coordinates; Vectors591
Ch. 9Analytic Geometry665
Ch. 10Systems of Equations and Inequalities745
Ch. 11Sequences; Induction; Counting; Probability853
Ch. 12A Preview of Calculus: The Limit and the Derivative of a Function929
App. Review967
AnswersA1
IndexI1

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