- #1
MaryCatherine
- 2
- 0
Use an appropriate volume integral to find an expression for the volume enclosed between a sphere of radius 1 centered on the origin and a circular cone of half-angle alpha with its vertex at the origin. Show that in the limits where alpha = 0 and alpha = pi that your expression gives the expected values.
Any ideas or clues? Where alpha = pi I think the volume will be half the volume of the sphere.
Any ideas or clues? Where alpha = pi I think the volume will be half the volume of the sphere.