Example-38: By transforming to a triple integral evaluate (x'dydz +x* ydzdx+x'z dr dy) I = where S is the closed surface bounded by the planes z = 0, z = b and the cylinder x+ y = a.
Example-38: By transforming to a triple integral evaluate (x'dydz +x* ydzdx+x'z dr dy) I = where S is the closed surface bounded by the planes z = 0, z = b and the cylinder x+ y = a.
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Transcribed Image Text:Example-38: By transforming to a triple integral evaluate
I= [.(r'dydz +x* ydzdx +x'z dx dy)
where S is the closed surface bounded by the planes z = 0, z = b and the cylinder x² + y' = a² .
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