$ V.dr = Slox V).ndo curve bounding o surface o Given V = 4yi + xj + 2zk, find S(V x V). n do over the hemisphere x2 + y
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$ V.dr = Slox V).ndo curve bounding o surface o Given V = 4yi + xj + 2zk, find S(V x V). n do over the hemisphere x2 + y
$ V.dr = Slox V).ndo curve bounding o surface o Given V = 4yi + xj + 2zk, find S(V x V). n do over the hemisphere x2 + y2 + z2 = a, z 20. (a) integrate the expression as it stands (b) use Stokes' theorem and evaluate $ V·dr around the circle x2 + y2 = a’ in the (x, y) plane (9) use Stokes' theorem to say that the integral is the same over any surface bounded by this circle,
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