Sup. Got a juicy calc three problem straight from the section on curl and divergence. I'm confused conceptually and I don't really have any idea as to how to approach this problem. Please help. P.S. please show all your work. Finna learn
3. Consider the vector field G(x, y, z) = ãx(z2 + 1), y ,z) (a) Calculate the outward flux of through the side of the open cylinder (no top or bottom) oriented outward of radius 2 and height 2, centered at (0,0,1) and axis of symmetry equal to the z-axis (b) Use your answer in part (a) and the fact that the combined flux through the top and bottom of the cylinder from part (a) is 8Ï to approximate the flux density of at (0,0,1)
