TY  - BOOK
AU  - Swokowski, Earl William
AU  - Jeffery A. Cole.
TI  - Algebra and trigonometry with analytic geometry
SN  - 534435297
AV  - QA 331.3 .S96 2002 
PY  - 2002///
CY  - Australia
PB  - Thomson/Brooks Cole
KW  - ALGEBRA -- TEXTBOOKS
N1  - Includes index; CHAPTER    1 r ndatnIenta Concept    hi      1 1.i   Real Numbers    2 1.2   Exponents and Radicals  19 1.3   Algebraic Expressions  31 14    Fractional Expressions  45 Chapter 1 Review Exercises  56 Chapter I Discussion Exercises  58 CHAPTER   2   qFuationsd and,lequai tr '  59 2.1   Equations   60 2.2   Applied Problems   69 2.3   Quadratic Equations  80 2.4   Complex Numbers     95 2.5   Other Types of Equations  103 2.6   Inequalities  11 2 2.7   More on Inequalities  121 Chapter 2 Review Exercises  129 Chapter 2 Discussion Exercises  132 CHAPTER   3  F  ctlo.s nd Gra hs  133 3.1   Rectangular Coordinate Systems  134 312   Graphs of Equations  143 3.3   Lines    159 3.4   Definition of Function  178 3.5   Graphs of Functions  196 3.6   Quadratic Functions  213 3,7   Operations on Functions  229 Chapter 3 Review Exercises  239 Chapter 3 Discussion Exercises  245 CHA P ER 4  PonoinGal and RaHional Functions  247 4.1   Polynomial Functions of Degree Greater Than 2  248 4.2  Properties of Division  259 43    Zeros of Polynomials  267 4.4   Complex and Rational Zeros of Polynomials  281 4.5   Rational Functions  289 4�6   Variation   307 Chapter 4 Review Exercises  315 Chapter 4 Discussion Exercises  317 CHAPTER 5   L vers,  Eponential, and Logarithmic Functions  319 5A    Inverse Functions  320 5,: 2? Exponential Functions  331 1.3   The Natural Exponential Function  344 5.4   Logarithmic Functions  355 5 c   Properties of LoTarithms  370 5.6   Exponential and Logarithmic Equations  378 Chapter 5 Review Exercises  392 Chapter 5 Discussion Exercises  395 CHAPTER 76   T TriH gonometric Functions  399 6.1   Angles    400 6 2   Trigonometric Functions of Angles  411 63    Trigonometric Functions of Real Numbers  429 6 4   Values of the Trigonometric Functions  448 6 5   Trigonometric Graphs  456 6.6   Additional Trigonometric Graphs  471 6.7   Applied Problems   479 Chapter 6 Review Exercises  492 Chapter 6 Discussion Exercises  499 CHAPTER 7 Analytic Trigonometry    501 7.1   Verifying Trigonometric Identities  502 7.2   Trigonometric Equations  508 7.3   The Addition and Subtraction Formulas  523 7.4   Multiple-Angle Formulas  534 7.5   Product-to-Sum and Sum-to-Product Formulas  544 7.6   The Inverse Trigonometric Functions  549 Chapter 7 Review Exercises  565 Chapter 7 Discussion Exercises  568 CHAPTER 8 Applications of Trigonometry   569 8.1   The Law of Sines   570 8.2   The Law of Cosines   580 8.3   Vectors   589 8.4   The Dot Product   605 835   Trigonometric Form for Complex Numbers   616 8.6   De Moivre's Theorem and nth Roots of Complex Numbers     623 Chapter 8 Review Exercises  629 Chapter 8 Discussion Exercises  633 CHAPTER 9 Systems of Equations and nequalities   635 9.1   Systems of Equations  636 9.2   Systems of Linear Equations in Two Variables  646 93    Systems of Inequalities  654 9.4   Linear Programming    664 9�5   Systems of Linear Equations in More Than Two "Variables  672 9.6   The Algebra of Matrices  688 9.7   The Inverse of a Matrix  698 9.8   Determinants   704 9.9   Properties of Determinants  711 9.10  Partial Fractions  719 Chapter 9 Review Exercises  725 Chapter 9 Discussion Exercrises  728 CHAPTER 10    Sequences, Series, and Probability  731 0.1 Infinite Sequences and Summation Notation  732 10.2 Arithmetic Sequences   748 10.3 Geometric Sequences    755 10.4  Mathematical Induction  764 10.5 The Binomial Theorem     771 10.6 Permutations    780 10.7 Distinguishable Permutations and Combinations    787 10.8  Probability  796 Chapter 10 Review Exercises  810 Chapter 10 Discussion Exercises  813 CAHAPTER 11   Topics from Analytic Geometry  815 11.1 Parabolas    816 11 2 Ellipses   826 11.3 Hyperbolas    840 11.4 Plane Curves and Parametric Equations  852 11.5 Polar Coordinates   867 11,6 Polar Equations of Conics  884 Chapter 11 Review Exercises  890 Chapter 1I Discussion Exercises  892 Appendixes    895 1     Common Graphs and Their Equations   896 1!    A Summary of Graph Transformations   898 III   Graphs of Trigonometric Functions and Their Inverses  900 IV   Values of the Trigonometric Functions of Special Angles on a Unit Circle  902 Answers to Selected Exercises  Al Index of Applications  A90 Index   A95 Additional Answers  AIEI
N2  - Clear explanations, an uncluttered and appealing layout, and examples and exercises featuring a variety of real-life applications have made this text popular among students year after year. This latest edition of Swokowski and Cole's ALGEBRA AND TRIGONOMETRY WITH ANALYTIC GEOMETRY retains these features. The problems have been consistently praised for being at just the right level for precalculus students like you. The book also provides calculator examples, including specific keystrokes that show you how to use various graphing calculators to solve problems more quickly. Perhaps most important-this book effectively prepares you for further courses in mathematics
ER  -