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0:30:05

11.4 Notes - Volumes of Cylinders and Prisms

0:33:49

Derivatives of Trigonometric Functions

0:32:23

5.2 Notes Part 1 - Dependent and Independent Events

0:13:55

5.2 Notes Part 2 - Dependent and Independent Events

0:35:05

Derivatives of Exponential and Logarithmic Functions

0:29:15

5.1 Notes - Sample Spaces and Probability

0:18:48

Chain Rule Notes

0:45:21

2.5 Notes: The Quadratic Formula

0:34:27

The Second Derivative Notes

0:30:50

4.3 Notes - Solving Quadratic Equations

0:46:20

4.1 Notes: Properties of Radicals

0:35:27

Graphing Derivative Functions

0:07:15

Sketching f(x) given f'(x), the derivative function

0:24:22

Finding the Equations of Tangent Lines Using Derivatives

0:36:24

3.5 Notes - Intercept Form for Parabolas

0:07:19

Modeling with Mathematics (3.4 Notes part 2)

0:35:51

3.4 Notes: Graphing y=a(x-h)^2+k

0:28:26

3.3 Notes: Graphing y=ax^2+bx+c

0:51:03

What's a Derivative? Notes

0:44:58

What's a Derivative? Part 1

0:28:57

Factoring ax^2+bx+c Notes (2.6)

0:16:42

Squeeze Theorem Notes

0:22:41

Parallel and Perpendicular Lines Notes

0:26:15

Factoring x^2+bx+c Notes 2.5