- #1
geft
- 148
- 0
I have the cone x^2 + y^2 <= z^2 with |z| <= 2
The vector function F = (4x, 3z, 5y)
With the divergence theorem I managed to reduce the equation to
∫∫∫ 4 dxdydz
Now the problem is finding out the limits. I know z goes from 0 to 2, but what about x and y?
The vector function F = (4x, 3z, 5y)
With the divergence theorem I managed to reduce the equation to
∫∫∫ 4 dxdydz
Now the problem is finding out the limits. I know z goes from 0 to 2, but what about x and y?