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0:07:48

AP Calculus AB TOPIC 4.3 Rates of Change in Applied Contexts Other Than Motion

0:02:30

AP Calculus AB 4.3 Instantaneous Rate of Change for a Ferris Wheel's Sine Function

0:01:40

AP Calculus AB 4.3 What Derivative Means for a Function About Snow and Time

0:01:52

AP Calculus AB 4.3 What Derivative Means About a Function Involving People and Time

0:01:58

AP Calculus AB 4.3 Function Values and Derivatives on a Graph

0:29:15

AP Calculus AB TOPIC 4.2 Straight-Line Motion: Connecting Position, Velocity, and Acceleration

0:04:50

AP Calculus AB 4.2 Rectilinear Motion: Velocity, Acceleration, and Change of Direction

0:09:17

AP Calculus AB 4.2 Rectilinear Motion: Left or Right, Velocity Increase or Decrease, Displacement

0:02:56

AP Calculus AB 4.2 Rectilinear Motion: Finding Velocity when an Object Hits the Ground

0:01:36

AP Calculus AB 4.2 Average Velocity

0:05:37

AP Calculus AB 4.2 Rectilinear Motion: Finding Velocity, Acceleration, at Rest, and Displacement

0:02:54

AP Calculus AB 4.2 Rectilinear Motion: Finding where an Object is Speeding Up

0:02:30

AP Calculus AB 4.2 Rectilinear Motion: Finding Velocity and Acceleration

0:13:07

AP Calculus AB TOPIC 4.1 Interpreting the Meaning of the Derivative in Context

0:04:42

AP Calculus AB 4.1 Using Derivative to Find When a Function is Increasing and Rate of Change

0:02:47

AP Calculus AB 4.1 Derivatives and Graphs

0:03:44

AP Calculus AB 4.1 Understanding Derivatives on a Graph of an Original Function

0:01:18

AP Calculus AB 4.1 The Derivative of Temperature over Time

0:00:53

AP Calculus AB 4.1 The Derivative of a Car's Position

1:38:46

AP Calculus AB UNIT 3 Differentiation: Composite, Implicit, and Inverse Functions

0:14:52

AP Calculus AB TOPIC 3.6 Calculating Higher -Order Derivatives

0:01:06

AP Calculus AB 3.6 The Second Derivative of a Polynomial at a Point

0:01:43

AP Calculus AB 3.6 The 34th Derivative of f(x) = sin(x)

0:04:26

AP Calculus AB 3.6 The Second Derivative (Example 4 using Implicit Differentiation)