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0:45:59

Ch. 8.4 Work

0:36:33

Ch. 7.4 Integration by Substitution

0:58:09

Ch. 7.3 The Fundamental Theorem of Calculus and Anti-Derivatives

0:39:22

Ch. 7.2 The Definite Integral

0:44:03

Ch. 7.1 Approximating the Area Under a Curve

0:18:01

Ch. 6.5 Optimization

0:21:56

Ch. 6.4 Curve Sketching

0:21:23

Ch. 6.3 The Second Derivative

0:17:41

Ch. 6.2 The Mean Value Theorem

0:28:28

Ch. 6.1 Maximum and Minimum Values

0:29:29

Ch. 5.5 Indeterminant Forms and L'Hospital's Rule

0:27:19

Ch. 5.4 Related Rates

0:37:40

Ch. 5.3 Applications of Derivatives in the Sciences

0:31:16

Ch. 5.2 Newton's Method

0:25:00

Ch. 5.1 Linear Approximations and Differentials

0:48:56

Ch. 4.8 Hyperbolic Functions

0:28:51

Ch. 4.7 Derivatives of Logarithmic and Inverse Trigonometric Functions

0:27:24

Ch. 4.6 Implicit Differentiation

0:33:59

Ch. 4.5 The Chain Rule

0:14:46

Ch. 4.4 Derivatives of Trigonometric Functions

0:41:05

Ch. 4.3 Product and Quotient Rules

0:09:51

Ch. 4.2 Derivatives of Exponential Functions

0:46:11

Ch. 4.1 Derivative of Polynomial Functions

0:33:26

Ch. 3.3 Derivative as a Function