- For each function below,
- Plot its surface of revolution.
- Find the volume of the solid of revolution about the x-axis.
- Find the surface area of the surface of revolution about the x-axis.

- Now generalize the results from Exercise 1 by taking advantage
of Maple's symbolic capabilites and find the
**volume**and**surface area**for:- about the x-axis
- about the x-axis
- about the x-axis

*a*and/or*h*in them. Also, results for parts a and b should already be known to you!) - Consider the set of all points satisfying
- Describe the set of points.
- If this curve is rotated about the x-axis, describe the resulting surface and solid of revolution.
- What is its surface area?
- What is its volume?
- Why is the condition important geometrically?

Tue Dec 3 12:06:23 EST 1996