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9 Nov 2019
The question is attached!
Compute the surface integral curl H middot N dS where S is the portion of the surface of the hemisphere x2 + y2 + z2 = 4 with z le 0, the z component of N points in the 0, 0, -1 direction, H is the vector field H = y + xz, x2 - 3z, xy .
The question is attached!
Compute the surface integral curl H middot N dS where S is the portion of the surface of the hemisphere x2 + y2 + z2 = 4 with z le 0, the z component of N points in the 0, 0, -1 direction, H is the vector field H = y + xz, x2 - 3z, xy .