"Algebra and trigonometry" - Information and Links:

Algebra and trigonometry - Info and Reading Options

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The cover of “Algebra and trigonometry” - Open Library.

"Algebra and trigonometry" was published by John Wiley & Sons in 2010 - Hoboken, NJ, it has 1309 pages and the language of the book is English.


“Algebra and trigonometry” Metadata:

  • Title: Algebra and trigonometry
  • Author:
  • Language: English
  • Number of Pages: 1309
  • Publisher: John Wiley & Sons
  • Publish Date:
  • Publish Location: Hoboken, NJ

“Algebra and trigonometry” Subjects and Themes:

Edition Specifications:

  • Pagination: xxix, 1309 p. :

Edition Identifiers:

AI-generated Review of “Algebra and trigonometry”:


"Algebra and trigonometry" Table Of Contents:

  • 1- Chapter 0: Prerequisites and review
  • 2- 0.1 Real numbers
  • 3- 0.2 Integer exponents and scientific notation
  • 4- 0.3 Polynomials: Basic operations
  • 5- 0.4 Factoring polynomials
  • 6- 0.5 Rational expressions
  • 7- 0.6 Rational exponents and radicals
  • 8- 0.7 Complex Numbers
  • 9- Review
  • 10- Review exercises
  • 11- Practice test
  • 12- Chapter 1: Equations and inequalitites
  • 13- 1.1 Linear equations
  • 14- 1.2 Applications involving linear equations
  • 15- 1.3 Quadratic equations
  • 16- 1.4 Other types of equations
  • 17- 1.5 Linear inequalities
  • 18- 1.6 Polynomial and rational inequalities
  • 19- 1.7 Absolute value equations and inequalities
  • 20- Modeling your world
  • 21- Review
  • 22- Review exercises
  • 23- Practice test
  • 24- Cumulative test
  • 25- Chapter 2: Graphs
  • 26- 2.1 Basic tools: Cartesian plane, distance, and midpoint
  • 27- 2.2 Graphing equations: Point-plotting, intercepts, and symmetry
  • 28- 2.3 Lines
  • 29- 2.4 Circles
  • 30- Modeling your world
  • 31- Review
  • 32- Review exercises
  • 33- Practice test
  • 34- Cumulative test
  • 35- Chapter 3: Functions and their graphs
  • 36- 3.1 Functions
  • 37- 3.2 Graphs of functions; Piecewise-defined functions; Increasing and decreasing functions; Average rate of change
  • 38- 3.3 Graphing techniques: Transformations
  • 39- 3.4 Operations on functions and composition of functions
  • 40- 3.5 One-to-one functions and inverse functions
  • 41- 3.6 Modeling functions using variation
  • 42- Modeling your world
  • 43- Review
  • 44- Review exercises
  • 45- Practice test
  • 46- Cumulative test
  • 47- Chapter 4: Polynomial and rational functions
  • 48- 4.1 Quadratic functions
  • 49- 4.2 Polynomial functions of higher degree
  • 50- 4.3 Dividing polynomials: Long division and synthetic division
  • 51- 4.4 The real zeros of a polynomial functions
  • 52- 4.5 Complex zeros: The fundamental theorem of algebra
  • 53- 4.6 Rational functions
  • 54- Modeling your world
  • 55- Review
  • 56- Review exercises
  • 57- Practice test
  • 58- Cumulative test
  • 59- Chapter 5: Exponential and logarithmic functions
  • 60- 5.1 Exponential functions and their graphs
  • 61- 5.2 Logarithmic functions and their graphs
  • 62- 5.3 Properties of logarithms
  • 63- 5.4 Exponential and logarithmic equations
  • 64- 5.5 Exponential and logarithmic models
  • 65- Modeling your world
  • 66- Review
  • 67- Review exercises
  • 68- Practice test
  • 69- Cumulative test
  • 70- Chapter 6: Trigonometric functions
  • 71- 6.1 Angles, degrees, and triangles
  • 72- 6.2 Definition 1 of trigonometric functions: Right triangle ratios
  • 73- 6.3 Applications of right triangle trigonometry: Solving right triangles
  • 74- 6.4 Definition 2 of trigonometric functions: Cartesian plane
  • 75- 6.5 Trigonometric functions of nonacute angles
  • 76- 6.6 Radian measure and applications
  • 77- 6.7 Definition 3 of trigonometric functions: Unit circle approach
  • 78- 6.8 Graphs of sine and cosine functions
  • 79- 6.9 Graphs of other trigonometric functions
  • 80- Modeling your world
  • 81- Review
  • 82- Review exercises
  • 83- Practice test
  • 84- Cumulative test
  • 85- Chapter 7: Analytic trigonometry
  • 86- 7.1 Basic trigonometric identities
  • 87- 7.2 Verifying trigonometric identities
  • 88- 7.3 Sum and difference identities
  • 89- 7.4 Double-angle identities
  • 90- 7.5 Half-angle identities
  • 91- 7.6 Product-to-sum and sum-to-product identities
  • 92- 7.7 Inverse trigonometric functions
  • 93- 7.8 Trigonometric equations
  • 94- Modeling your world
  • 95- Review
  • 96- Review exercises
  • 97- Practice test
  • 98- Cumulative test
  • 99- Chapter 8: Additional topics in trigonometry
  • 100- 8.1 Oblique triangles and the law of sines
  • 101- 8.2 The law of cosines
  • 102- 8.3 The area of a triangle
  • 103- 8.4 Vectors
  • 104- 8.5 The dot product
  • 105- 8.6 Polar (Trigonometric) form of complex numbers
  • 106- 8.7 Products, quotients, powers, and roots of complex numbers
  • 107- 8.8 Polar equations and graphs
  • 108- Modeling your world
  • 109- Review
  • 110- Review exercises
  • 111- Practice test
  • 112- Cumulative test
  • 113- Chapter 9: Systems of linear equations and inequalities
  • 114- 9.1 Systems of linear equations in two variables
  • 115- 9.2 Systems of linear equations in three variables
  • 116- 9.3 Partial fractions
  • 117- 9.4 Systems of linear inequalities in two variables
  • 118- 9.5 The linear programming model
  • 119- Modeling your world
  • 120- Review
  • 121- Review exercises
  • 122- Practice test
  • 123- Cumulative test
  • 124- Chapter 10: Matrices
  • 125- 10.1 Matrices and systems of linear equations
  • 126- 10.2 Matrix algebra
  • 127- 10.3 Matrix equations; the inverse of a square matrix 10.4 The determinant of a square matrix and Cramer's rule
  • 128- Modeling your world
  • 129- Review
  • 130- Review exercises
  • 131- Practice test
  • 132- Cumulative test
  • 133- Chapter 11: Analytic geometry and systems of nonlinear equations and inequalities
  • 134- 1.1 Conic basics
  • 135- 11.2 The parabola
  • 136- 11.3 The ellipse
  • 137- 11.4 The hyperbola
  • 138- 11.5 Systems of nonlinear equations
  • 139- 11.6 Systems of nonlinear inequalitites
  • 140- 11.7 Rotation of axes
  • 141- 11.8 Polar equations of conics
  • 142- 11.9 Parametric equations and graphs
  • 143- Modeling your world
  • 144- Review
  • 145- Review exercises
  • 146- Practice test
  • 147- Cumulative test
  • 148- Chapter 12: Sequences, series, and probability
  • 149- 12.1 Sequences and series
  • 150- 12.2 Arithmetic sequences and series
  • 151- 12.3 Geometric sequences and series
  • 152- 12.4 Mathematical induction
  • 153- 12.5 The binomial theorem
  • 154- 12.6 Counting, permutations, and combinations
  • 155- 12.7 Probability
  • 156- Modeling your world
  • 157- Review
  • 158- Review exercises
  • 159- Practice test
  • 160- Cumulative test
  • 161- Answers to odd numbered exercises
  • 162- Applications index
  • 163- Subject index.

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