Evaluate the surface integral of the vector field F(x; y; z) = (siny, sinz, yz)over

the rectangle 0 ≤y≤ 2, 0 ≤z ≤3 in the yz-plane with the normal pointing in the

negative x direction.

Printable View

- Apr 9th 2013, 10:41 AMapatiteSurface integral vector field
Evaluate the surface integral of the vector field F(x; y; z) = (siny, sinz, yz)over

the rectangle 0 ≤y≤ 2, 0 ≤z ≤3 in the yz-plane with the normal pointing in the

negative x direction. - Apr 9th 2013, 06:47 PMchiroRe: Surface integral vector field
Hey apatite.

Can you show us what you have tried? (The definition of the integral?) - Apr 10th 2013, 06:00 AMapatiteRe: Surface integral vector field
I get 3(cos2-cos0) I parametrize it and then use the surface integral formula. Is my answer correct? I appreciate your help!