Assignment 10
for F(x) = 2y i - 3z j + x k, with S being the part of the sphere x2+y2+ z2 = 4 in the first octant. The normal to S points away from the origin, and C is the positively oriented curve that serves as the boundary of S.
for F(x) = 2y i + 3x j - z3 k, with S being the surface of the closed cylinder (top, bottom, and curved side) described in Problem 5(b) above.