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Business Calculus: Marginal Analysis, Exponential & Logarithmic Functions, and Derivative Applications

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Tangent Lines and Derivatives

  • Determine Continuity Algebraically Example 1
    05:10
  • Slopes of Tangent Lines
    05:13
  • Equations of Tangent Lines
    05:14

Derivatives as Functions

  • Derivatives
    05:44

Basic Rules of Differentiation

  • Guided course
    The Power Rule: Negative & Rational Exponents Example 1
    03:37
  • Guided course
    The Power Rule: Negative & Rational Exponents Example 4
    03:31
  • Guided course
    The Power Rule
    04:02

Derivatives of Exponential & Logarithmic Functions

  • Guided course
    Derivatives of General Logarithmic Functions Example 4
    05:39
  • Guided course
    Derivative of the Natural Logarithmic Function Example 5
    04:39
  • Guided course
    Derivatives of General Logarithmic Functions
    06:32

Product and Quotient Rules

  • Guided course
    The Product Rule Example 1
    04:21
  • Guided course
    The Quotient Rule Example 4
    05:50
  • Guided course
    The Product Rule
    05:18

The Chain Rule

  • Guided course
    Intro to the Chain Rule Example 1
    07:01
  • Guided course
    Intro to the Chain Rule Example 2
    07:39
  • Guided course
    Intro to the Chain Rule
    05:02

Properties of Logarithms

  • Guided course
    Product, Quotient, and Power Rules of Logs
    3:49
  • Guided course
    Expand & Condense Log Expressions
    4:22
  • Guided course
    Change of Base Property
    05:36

Logarithmic Functions

  • Guided course
    Graphs of Logarithmic Functions
    5:26
  • Guided course
    Graphing Logarithmic Functions Example 1
    4:30
  • Guided course
    The Natural Log
    2:51

Properties of Logarithms

  • Guided course
    Product, Quotient, and Power Rules of Logs
    3:49
  • Guided course
    Expand & Condense Log Expressions
    4:22
  • Guided course
    Change of Base Property
    05:36

Exponential Functions

  • Guided course
    Graphs of Exponential Functions
    5:46
  • Guided course
    Graphing Exponential Functions Example 1
    3:58
  • Guided course
    The Number e
    4:47