v=\left(-y z-2 x+z, \quad-x z+4 z^{2}-2 y, \quad-x y+8 y z+x\right) Consider the vector field \nabla \times \mathbf{v}= b. Complete the following sentence.From the curl of v, we deduce that the vector field v is (Recall as usual that is needed between variables to imply multiplication.) a. Find the curl of v. c. Construct a scalar field o such that Vo = v. (x, y, z) =