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Calculus for Business and Social Sciences Corequisite Workbook

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Calculus for Business and Social Sciences Corequisite Workbook

This text serves as a Corequisite Workbook for an Applied Calculus course. It is vitally important for students who take this course (and its corequisite) to have a thorough and complete refresher of Algebra skills needed for Calculus. These problems may be assigned as in-class practice problems, and can be also assigned as homework, to be graded and counted toward the Applied Calculus corequisite final grade.

Applied MathematicsMathematics
Author
Victoria Dominguez, Cristian Martinez, & Sanaa Saykali
Publisher
Citrus College
Source
LibreTexts
License
CC BY-SA
Language
EN
Category
Business Administration
Read online Download PDF (open licence)
Contents· 61 sections
  1. 01: The Real Numbers and the Number Line
  2. 1.01: Definition of Real Numbers and the Number Line
  3. 1.02: Number comparisons using and
  4. 02: Cartesian Coordinate System
  5. 2.01: Definition and Label Quadrants
  6. 2.02: Ordered Pairs
  7. 2.03: The Distance Formula
  8. 2.04: Applied Examples
  9. 03: Interval Notation
  10. 3.01: a b
  11. 3.02: a b)
  12. 3.03: (a b
  13. 3.04: (a b)
  14. 3.05: Interval Notation and Infinity
  15. 04: Functions
  16. 4.01: Function Definition
  17. 4.02: Function Notation
  18. 4.03: Evaluating a Function
  19. 4.04: Linear Functions
  20. 4.05: Absolute-Value Functions
  21. 4.06: Polynomial Functions
  22. 4.07: Domain and Range of a Function
  23. 4.08: Graphing Functions (without using Calculus)
  24. 4.09: Function Composition
  25. 4.10: Finding all Real Roots of a Function
  26. 4.11: Piecewise-Definition Functions
  27. 4.12: Applied Examples of Functions
  28. 05: Exponents and Exponent Rules
  29. 5.01: Definition of a
  30. 5.02: The Product Rule for Exponents
  31. 5.03: The Quotient Rule of Exponents
  32. 5.04: Zero Exponent Rule
  33. 5.05: The Negative Exponent Rule
  34. 5.06: Power Rule For Exponents
  35. 5.07: The power of a product rule for exponents
  36. 5.08: Power of a quotient rule for exponents
  37. 5.09: Rational Exponents
  38. 06: Absolute Value
  39. 6.01: Evaluating Expressions
  40. 6.02: Solving Absolute Value Equations
  41. 6.03: Solving Absolute Value Inequalities and Writing Answers in Interval Notation
  42. 07: Straight Lines
  43. 7.01: Slope of a Line
  44. 7.02: Parallel Lines
  45. 7.03: Perpendicular Lines
  46. 7.04: Equations of Vertical and Horizontal Lines
  47. 7.05: Forms of the Equation of a Line
  48. 7.06: Applied Examples
  49. 08: Polynomial Operations
  50. 8.01: Polynomial Addition and Subtraction (and Combining Like Terms)
  51. 8.02: Polynomial Multiplication
  52. 8.03: Factoring and Finding Polynomial Solutions (Zeroes)
  53. 09: Rational Expressions
  54. 9.01: Simplify Rational Expressions
  55. 9.02: Multiply Rational Expressions
  56. 9.03: Add and Subtract Rational Expressions
  57. 9.04: Rationalize Algebraic Fractions
  58. 10: Inequalities
  59. 10.01: Properties of Inequalities
  60. 10.02: Solving and Graphing Inequalities and Writing Answers in Interval Notation
  61. 10.03: Rational Inequalities