Directly by using stoke's theorem evaluate Integral (curl V). nds, S of V = (yi+z+xk) and...

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Directly by using stoke's theorem evaluate Integral (curl V). nds, S of V = (yi+z+xk) and 's` is the surface the Paraboloid z=1=x-y z> and 'n' is the unit normal vector to the surface's where Directly by using stoke's theorem evaluate Integral (curl V). nds, S of V = (yi+z+xk) and 's` is the surface the Paraboloid z=1=x-y z> and 'n' is the unit normal vector to the surface's where

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