2. Evaluate the surface integral I = 's a.ds, where a = (y2 – X) i + x2zj + (z + x) k and S is the open surface of the h
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2. Evaluate the surface integral I = 's a.ds, where a = (y2 – X) i + x2zj + (z + x) k and S is the open surface of the h
2. Evaluate the surface integral I = 's a.ds, where a = (y2 – X) i + x2zj + (z + x) k and S is the open surface of the hemisphere x2 + y2 + 2 = a?, 220.
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