I'm a little lost in finding the bounds for the integral. Especially in cylindrical form.
Thank you in advance!
For cylindrical polars:
Its in the first octant so the $\displaystyle \theta$ part of the integral is from $\displaystyle 0$ to $\displaystyle \pi/2$, $\displaystyle r$ goes from $\displaystyle 0$ to $\displaystyle 3$, and $\displaystyle z$ from $\displaystyle r$ to $\displaystyle \sqrt{9-r}+3$
CB