Thread: Iterated Integrals

Compute the volume of , given by:

lies under the plane and over the region in the plane bounded by the curves .

So after a lot of messy calculations, I get 539/240, but somehow the answer given is 91/30. I've looked through my calculations about 5 times and can't find the mistake, would appreciate it if anyone could double-check my answer. Thanks!

Originally Posted by h2osprey

Compute the volume of , given by:

lies under the plane and over the region in the plane bounded by the curves .

So after a lot of messy calculations, I get 539/240, but somehow the answer given is 91/30. I've looked through my calculations about 5 times and can't find the mistake, would appreciate it if anyone could double-check my answer. Thanks!

How can we check your answer which you did not write it ?
You should show your work.
not just the final answer !

Nvm, got it.