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0:30:30

Concluding remarks

0:33:00

Lesson 16.9 (The Divergence Theorem)

0:38:20

Lesson 16.8 (The Stoke's Theorem)

0:54:36

Lesson 16.7 (The Surface Integral)

1:00:22

Lesson 16.6 (Parametric surfaces)

0:40:11

Lesson 16.5 (The Curl and the Divergence of a vector field)

0:33:38

Lesson 16.4 (The Green's Theorem)

1:09:47

Lesson 16.3 (Conservative Fields and the Fundamental Theorem of Line Integrals)

0:52:57

Lesson 16.2 (The Line Integral)

0:13:03

Lesson 16.1 (Vector Fields) part 2

0:24:32

Lesson 16.1 (Vector Fields) part 1

0:47:56

Lesson 15.8 (The Triple Integral in spherical coordinates)

1:06:12

Lesson 15.6 (The Triple Integral)

0:30:26

Lesson 15.5 (Application of the Double Integral: Surface Area)

0:33:22

Lesson 15.4 (Application of the Double Integral: Center of Mass)

0:48:56

Lesson 15.3 (The Double Integral in polar coordinates)

1:00:02

Lesson 15.2 (The Double Integral over general domains)

0:08:35

Lesson 15.1 (The Double Integral over rectangular domains) Part 2

0:59:53

Lesson 15.1 (The Double Integral over rectangular domains) Part 1

0:12:26

Lesson 14.7 (The second derivative test) Part 2

0:23:44

Lesson 14.7 (The second derivative test) Part 1

1:13:39

Lesson 14.6 (The Directional Derivative and the Gradient)

0:27:27

Lesson 14.5 (The Chain Rule)

0:26:28

Lesson 14.4 (Tangent planes)