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0:23:54

Ch. 3.2 Applications of the Derivative

0:20:03

Ch. 3.1 Limit Definition of a Derivative

0:38:17

Ch. 2.5 Epsilon-Delta Definition of a Limit

0:26:52

Ch. 2.4 Asymptotes and Holes

0:08:48

Ch. 2.3 Continuity

0:13:04

Ch. 2.2 Properties of Limits

0:13:21

Ch. 2.1 Finding Limits with Numerical Methods and Graphs

0:21:55

Ch. 1.9 Trigonometric Functions

0:21:48

Ch. 1.8 Logarithmic Functions

0:13:38

Ch. 1.7 Exponential Functions

0:25:49

Ch. 1.6 Rational Functions

0:45:39

Ch. 1.5 Polynomial Functions

0:17:56

Ch. 1.4 Rate of Change

0:19:04

Ch. 1.3 Inverse Functions

0:15:31

Ch. 1.2 Library of Functions

0:39:35

Ch. 1.1 Functions

0:19:28

Ch. 13.3 Tangent Lines and Derivatives

0:18:32

Ch. 13.2 Finding Limits Algebraically

0:08:07

Ch. 13.1 Finding Limits Numerically and Graphically

0:22:46

Ch. 12.6 The Binomial Theorem

0:15:10

Ch. 12.4 Mathematics of Finance

0:11:39

Ch. 12.3 Geometric Sequences

0:11:07

Ch. 12.2 Arithmetic Sequences

0:22:15

Ch. 12.1 Sequences and Summation Notation