Problem5. For vector field B = 2 cos /p, verify Stokes's theorem for a segment of a cylindrical surface defined by p = 2, π/3 ≤≤ π/2 and 0 ≤ Z ≤3. (VxB) ds = B dl Stokes's theorem P=2 z=3 C π/3 π/2 a b n-p