# Thread: Triple Integrals

1. ## Triple Integrals

Find the triple integral $\int \int \int _{E}$ (x+y) dV where E is the solid above the cone z = $\sqrt {x^2 + y^2}$ - 1 and below the paraboloid z = 5 - $x^2 - y^2$ , using:

a) Rectangular Coordinates
b) Spherical Coordinates

I'm having a hard time finding the bounds.