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Math 1120: College Algebra

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Math 1120: College Algebra

Topics include polynomial, rational, inverse, exponential, and logarithmic functions and their applications. Additional topics include systems of non-linear equations, systems of linear equations, and matrices.

Mathematics
Author
Nicole Lang
Publisher
North Hennepin Community College
Source
LibreTexts
Language
EN
Category
Basic Sciences
Read online Download PDF (open licence)
Contents· 110 sections
  1. 01: Meet the 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: Linear Functions
  9. 1.4.01: Linear Functions
  10. 1.4.1E: Linear Functions (Exercises)
  11. 1.4.02: Graphs of Linear Functions
  12. 1.4.2E: Graphs of Linear Functions (Exercises)
  13. 1.4.03: Modeling with Linear Functions
  14. 1.4.3E: Modeling with Linear Functions (Exercises)
  15. 1.4.04: Fitting Linear Models to Data
  16. 1.4.4E: Fitting Linear Models to Data (Exercises)
  17. 1.4.05: Absolute Value Functions
  18. 1.4.5E: Absolute Value Functions (Exercises)
  19. 02: Polynomial and Rational Functions.
  20. 2.01: Power Functions
  21. 2.1E: Power Functions (Exercises)
  22. 2.02: Quadratic Functions
  23. 2.2E: Quadratic Functions (Exercises)
  24. 2.03: Graphs of Polynomial Functions
  25. 2.3E: Graphs of Polynomial Functions (Exercises)
  26. 2.04: Factor Theorem and Remainder Theorem
  27. 2.4E: Factor Theorem and Remainder Theorem (Exercises)
  28. 2.05: Real Zeros of Polynomials
  29. 2.5E: Real Zeros of Polynomials (Exercises)
  30. 2.06: Complex Zeros
  31. 2.6E: Complex Zeros (Exercises)
  32. 2.07: Rational Functions
  33. 2.7E: Rational Functions (Exercises)
  34. 2.08: Inverses and Radical Functions
  35. 2.8E: Inverses and Radical Functions (Exercises)
  36. 03: Exponential and Logarithmic Functions
  37. 3.01: Exponential Functions
  38. 3.1E: Exponential Functions (Exercises)
  39. 3.02: Graphs of Exponential Functions
  40. 3.2E: Graphs of Exponential Functions (Exercises)
  41. 3.03: Logarithmic Functions
  42. 3.3E: Logarithmic Functions (Exercises)
  43. 3.04: Logarithmic Properties
  44. 3.4E: Logarithmic Properties (Exercises)
  45. 3.05: Graphs of Logarithmic Functions
  46. 3.5E: Graphs of Logarithmic Functions (Exercises)
  47. 3.06: Exponential and Logarithmic Models
  48. 3.6E: Exponential and Logarithmic Models (Exercises)
  49. 3.07: Fitting Exponential Models to Data
  50. 3.7E: Fitting Exponential Models to Data (Exercises)
  51. 04: Conics
  52. 4.01: Ellipses
  53. 4.1E: Ellipses (Exercises)
  54. 4.02: Hyperbolas
  55. 4.2E: Hyperbolas (Exercises)
  56. 4.03: Parabolas and Non-Linear Systems
  57. 4.3E: Parabolas and Non-Linear Systems (Exercises)
  58. 4.04: Conics in Polar Coordinates
  59. 4.4E: Conics in Polar Coordinates (Exercises)
  60. 05: Temporary Storage
  61. 5.01: Composition of Functions
  62. 5.1E: Composition of Functions
  63. 5.02: Transformation of Functions
  64. 5.2.01: Transformation of Functions
  65. 5.03: Inverse Functions
  66. 5.3E: Inverse Functions
  67. 06: Trigonometric Functions of Angles
  68. 6.01: Circles
  69. 6.1E: Circles (Exercises)
  70. 6.02: Angles
  71. 6.2E: Angles (Exercises)
  72. 6.03: Points on Circles Using Sine and Cosine
  73. 6.3E: Points on Circles Using Sine and Cosine (Exercises)
  74. 6.04: The Other Trigonometric Functions
  75. 6.4E: The Other Trigonometric Functions (Exercises)
  76. 6.05: Right Triangle Trigonometry
  77. 6.5E: Right Triangle Trigonometry (Exercises)
  78. 07: Periodic Functions
  79. 7.01: Sinusoidal Graphs
  80. 7.1E: Sinusoidal Graphs (Exercises)
  81. 7.02: Graphs of the Other Trig Functions
  82. 7.2E: Graphs of the Other Trigonometric Functions (Exercises)
  83. 7.03: Inverse Trigonometric Functions
  84. 7.3E: Inverse Trigonometric Functions (Exercises)
  85. 7.04: Solving Trigonometric Equations
  86. 7.4E: Solving Trigonometric Equations (Exercises)
  87. 7.05: Modeling with Trigonometric Functions
  88. 7.5E: Modeling with Trigonometric Functions (Exercises)
  89. 08: Trigonometric Equations and Identities
  90. 8.01: Solving Trigonometric Equations with Identities
  91. 8.1E: Solving Trigonometric Equations with Identities (Exercises)
  92. 8.02: Addition and Subtraction Identities
  93. 8.2E: Addition and Subtraction Identities (Exercises)
  94. 8.03: Double Angle Identities
  95. 8.3E: Double Angle Identities (Exercises)
  96. 8.04: Modeling Changing Amplitude and Midline
  97. 8.4E: Modeling Changing Amplitude and Midline (Exercises)
  98. 09: Further Applications of Trigonometry
  99. 9.01: Non-Right Triangles - Laws of Sines and Cosines
  100. 9.1.01: Non-Right Triangles - Laws of Sines and Cosines (Exercises)
  101. 9.02: Polar Coordinates
  102. 9.2.01: Polar Coordinates (Exercises)
  103. 9.03: Polar Form of Complex Numbers
  104. 9.3.01: Polar Form of Complex Numbers (Exercise)
  105. 9.04: Vectors
  106. 9.4.01: Vectors (Exercise)
  107. 9.05: Dot Product
  108. 9.5.01: Dot Product (Exercise)
  109. 9.06: Parametric Equations
  110. 9.6.01: Parametric Equations (Exercise)