Introduction to 3c 15 7 Part 3
Let's dive into the details surrounding 3c 15 7 Part 3. An example of a triple integral in cylindrical coordinates.
3c 15 7 Part 3 Comprehensive Overview
We finish the problem started in the last video. Volume as a triple integral in cylindrical coordinates. We convert a triple integral in rectangular coordinates to one in cylindrical coordinates to avoid nasty limits of integration.
Here we finish setting up our Riemann sum so that we can see how to do iterated integrals in polar coordinates.
Summary & Highlights for 3c 15 7 Part 3
- Example problem 1.
- More surfaces in cylindrical coordinates. What dV becomes when we integrate in cylindrical coordinates.
- Introducing cylindrical coordinates. Looking at constant surfaces.
- Mapping a disk to an elliptic region.
- An example where our region is neither Type 1 nor Type 2, so we break it into 2
That wraps up our extensive overview of 3c 15 7 Part 3.
