Verify that the line integral and the surface integral of stokes' theorem are equal for the following vector field, surface s, and closed curve c. assume that c has counterclockwise orientation and s has a consistent orientation. fequals=left angle y comma font size decreased by 6 minus x comma font size decreased by 6 14 right angley, −x, 14; s is the upper half of the sphere x squaredx2plus+y squaredy2plus+z squaredz2equals=44 and c is the circle x squaredx2plus+y squaredy2equals=44 in the xy-plane.