Double Integral with Polar Coordinates
Use polar coordinates to find the volume of the given solid.
Enclosed by the hyperboloid
and the plane
I think I'm tripping up on the radius portion of this problem. I tried to solve the function for z and set the two bounds equal to find their intersection and therefore the radius. I substituted z for two while finding the radius, which is something I probably should not do. Any help would be great. Attached is an image of my attempt.