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Precalculus An Investigation of Functions

Nguồn ngoài

Precalculus An Investigation of Functions

Precalculus: An Investigation of Functions is a free, open textbook covering a two-quarter pre-calculus sequence including trigonometry.

PrecalculusMathematics
Tác giả
David Lippman & Melonie Rasmussen
Nhà xuất bản
Pierce College
Nguồn
LibreTexts
Giấy phép
CC BY-SA
Ngôn ngữ
EN
Danh mục
Khoa học cơ bản
Đọc trực tuyến Tải PDF (nguồn mở)
Mục lục· 109 mục
  1. 01: Functions
  2. 1.01: Functions and Function Notation
  3. 1.1E: Functions and Function Notation
  4. 1.02: Domain and Range
  5. 1.2E: Domain and Range
  6. 1.03: Rates of Change and Behavior of Graphs
  7. 1.3E: Rates of Change and Behavior of Graphs
  8. 1.04: Composition of Functions
  9. 1.4E: Composition of Functions
  10. 1.05: Transformation of Functions
  11. 1.5.01: Transformation of Functions
  12. 1.06: Inverse Functions
  13. 1.6E: Inverse Functions
  14. 02: Linear Functions
  15. 2.01: Linear Functions
  16. 2.1E: Linear Functions (Exercises)
  17. 2.02: Graphs of Linear Functions
  18. 2.2E: Graphs of Linear Functions (Exercises)
  19. 2.03: Modeling with Linear Functions
  20. 2.3E: Modeling with Linear Functions (Exercises)
  21. 2.04: Fitting Linear Models to Data
  22. 2.4E: Fitting Linear Models to Data (Exercises)
  23. 2.05: Absolute Value Functions
  24. 2.5E: Absolute Value Functions (Exercises)
  25. 03: Polynomial and Rational Functions.
  26. 3.01: Power Functions
  27. 3.1E: Power Functions (Exercises)
  28. 3.02: Quadratic Functions
  29. 3.2E: Quadratic Functions (Exercises)
  30. 3.03: Graphs of Polynomial Functions
  31. 3.3E: Graphs of Polynomial Functions (Exercises)
  32. 3.04: Factor Theorem and Remainder Theorem
  33. 3.4E: Factor Theorem and Remainder Theorem (Exercises)
  34. 3.05: Real Zeros of Polynomials
  35. 3.5E: Real Zeros of Polynomials (Exercises)
  36. 3.06: Complex Zeros
  37. 3.6E: Complex Zeros (Exercises)
  38. 3.07: Rational Functions
  39. 3.7E: Rational Functions (Exercises)
  40. 3.08: Inverses and Radical Functions
  41. 3.8E: Inverses and Radical Functions (Exercises)
  42. 04: Exponential and Logarithmic Functions
  43. 4.01: Exponential Functions
  44. 4.1E: Exponential Functions (Exercises)
  45. 4.02: Graphs of Exponential Functions
  46. 4.2E: Graphs of Exponential Functions (Exercises)
  47. 4.03: Logarithmic Functions
  48. 4.3E: Logarithmic Functions (Exercises)
  49. 4.04: Logarithmic Properties
  50. 4.4E: Logarithmic Properties (Exercises)
  51. 4.05: Graphs of Logarithmic Functions
  52. 4.5E: Graphs of Logarithmic Functions (Exercises)
  53. 4.06: Exponential and Logarithmic Models
  54. 4.6E: Exponential and Logarithmic Models (Exercises)
  55. 4.07: Fitting Exponential Models to Data
  56. 4.7E: Fitting Exponential Models to Data (Exercises)
  57. 05: Trigonometric Functions of Angles
  58. 5.01: Circles
  59. 5.1E: Circles (Exercises)
  60. 5.02: Angles
  61. 5.2E: Angles (Exercises)
  62. 5.03: Points on Circles Using Sine and Cosine
  63. 5.3E: Points on Circles Using Sine and Cosine (Exercises)
  64. 5.04: The Other Trigonometric Functions
  65. 5.4E: The Other Trigonometric Functions (Exercises)
  66. 5.05: Right Triangle Trigonometry
  67. 5.5E: Right Triangle Trigonometry (Exercises)
  68. 06: Periodic Functions
  69. 6.01: Sinusoidal Graphs
  70. 6.1E: Sinusoidal Graphs (Exercises)
  71. 6.02: Graphs of the Other Trig Functions
  72. 6.2E: Graphs of the Other Trigonometric Functions (Exercises)
  73. 6.03: Inverse Trigonometric Functions
  74. 6.3E: Inverse Trigonometric Functions (Exercises)
  75. 6.04: Solving Trigonometric Equations
  76. 6.4E: Solving Trigonometric Equations (Exercises)
  77. 6.05: Modeling with Trigonometric Functions
  78. 6.5E: Modeling with Trigonometric Functions (Exercises)
  79. 07: Trigonometric Equations and Identities
  80. 7.01: Solving Trigonometric Equations with Identities
  81. 7.1E: Solving Trigonometric Equations with Identities (Exercises)
  82. 7.02: Addition and Subtraction Identities
  83. 7.2E: Addition and Subtraction Identities (Exercises)
  84. 7.03: Double Angle Identities
  85. 7.3E: Double Angle Identities (Exercises)
  86. 7.04: Modeling Changing Amplitude and Midline
  87. 7.4E: Modeling Changing Amplitude and Midline (Exercises)
  88. 08: Further Applications of Trigonometry
  89. 8.01: Non-Right Triangles - Laws of Sines and Cosines
  90. 8.1.01: Non-Right Triangles - Laws of Sines and Cosines (Exercises)
  91. 8.02: Polar Coordinates
  92. 8.2.01: Polar Coordinates (Exercises)
  93. 8.03: Polar Form of Complex Numbers
  94. 8.3.01: Polar Form of Complex Numbers (Exercise)
  95. 8.04: Vectors
  96. 8.4.01: Vectors (Exercise)
  97. 8.05: Dot Product
  98. 8.5.01: Dot Product (Exercise)
  99. 8.06: Parametric Equations
  100. 8.6.01: Parametric Equations (Exercise)
  101. 09: Conics
  102. 9.01: Ellipses
  103. 9.1E: Ellipses (Exercises)
  104. 9.02: Hyperbolas
  105. 9.2E: Hyperbolas (Exercises)
  106. 9.03: Parabolas and Non-Linear Systems
  107. 9.3E: Parabolas and Non-Linear Systems (Exercises)
  108. 9.04: Conics in Polar Coordinates
  109. 9.4E: Conics in Polar Coordinates (Exercises)