Please answer both questions (especially the True or False Question), everything you need to answer is here in this single image:

Suppose the surface S can be parameterized by r(u, v) for (u, v) in D and F(x, y, z) is a vector field whose domain includes S'. The surface integral of F over S, F(z,y,z ) . as = F(x(u,0)) . (ru XIU) dA, depends on the orientation of S. True O False 3 Suppose that D is the region in the plane that has boundary given by the oriented simple closed piece-wise smooth curves C1, C2, C3, and C4 as in the picture below. Suppose F = (P, Q, 0) : R3 -> R's is a vector field and P and Q have continuous partial derivatives on RS . If F . dr = 3 , then SSD (V x F) . k dA is C2 D Type your