(1 point) Let S be the cube with side length 2, faces parallel to the coordinate planes, and centered at the origin. (a) Calculate the total flux of the constant vector field = -5+2j+2k out of S by computing the flux through each face separately. flux through the face at = 1: flux through the face at y = 1: flux through the face at x = 1: flux through the face at x == -1: flux through the face at y = -1: flux through the face at z = -1: Thus the total flux is flux= Calculate the flux out of S for any constant vector field = ai +bj+ck. flux= (Be sure that you can explain why your answers to parts (a) and (b) make sense.)