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Applications of Integration: Velocity, Net Change, and Physical Applications

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Work

  • Work Done On A Spring (Hooke's Law) Example 1
    06:02
  • Guided course
    Pumping Liquids Example 5
    11:50
  • Guided course
    Introduction To Work
    06:22

Fundamental Theorem of Calculus

  • Guided course
    Fundamental Theorem of Calculus Part 2
    05:22
  • Guided course
    Fundamental Theorem of Calculus Part 1
    06:11
  • Guided course
    Fundamental Theorem of Calculus Part 1 Example1
    03:25

Initial Value Problems

  • Guided course
    Initial Value Problems Example 2
    05:59
  • Guided course
    Initial Value Problems
    05:03
  • Guided course
    Initial Value Problems Example 1
    06:46

Motion Analysis

  • Guided course
    Derivatives Applied To Velocity
    06:29
  • Guided course
    Derivatives Applied To Acceleration Example 2
    06:51
  • Guided course
    Derivatives Applied To Acceleration
    06:15

Estimating Area with Finite Sums

  • Guided course
    Estimating the Area Under a Curve with Right Endpoints & Midpoint
    05:59
  • Guided course
    Estimating the Area Under a Curve with Right Endpoints & Midpoint Example 1
    09:17
  • Guided course
    Estimating the Area Under a Curve Using Left Endpoints
    07:59

Riemann Sums

  • Guided course
    Sigma Notation
    04:22
  • Guided course
    Introduction to Riemann Sums
    06:11
  • Guided course
    Sigma Notation Example 1
    03:05