Answer the question.

Part 2: 1. Find div F at the indicated point. i. F= x yzit xy=z j + xyz' k. (1,2, -3) ii. F=x-zi -2y = j+xy'zk (1,-1,1) 2. Find curl F at the indicated point. i. F=xz=i -2x-yzj + 2yz*k, (1, -1,1) ii. F=e-*Vite*zj + ex=k. (3, 2, 0) 3. If F= x* yzi + xyz*j + y'zk, find curl curl F. Part 3: 1. Find V . (Vo). (F . V)$. (F . V)F. (F x V)$ and V(V . F) at the indicated point. i. = 3x- - yz, F = 3xyz'i+ 2xylj - x-yzk, (1, -1, 1) ii. =2x* +yz, F= x-zit yz*j - 3xyk. (3,1, -1)