Introduction to 3c 16 9 Part 7
Let's dive into the details surrounding 3c 16 9 Part 7. We finish the informal argument started in the previous video, explaining why the two definitions of divergence are, in fact, ...
3c 16 9 Part 7 Comprehensive Overview
We finish deriving the formula for flux. Orientation and orientable surfaces. Another example of an integral we'll do as both a line integral (this video) and a surface integral (the next video).
We do an example of a surface integral over a portion of a cone.
Summary & Highlights for 3c 16 9 Part 7
- A second example of finding the tangent plane to a parametrized surface.
- Flux over a surface described by z = f(x,y).
- We finish our explanation of Gauss's law, showing why it's ok to treat the boundary of our region as a 2-
- We continue with Gauss's law, finishing the proof, pending a more rigorous explanation (in the next video) of why it works to have ...
- could be better.
That wraps up our extensive overview of 3c 16 9 Part 7.
