Let w = y2 dy A dz+xa dz dx + z2 dx A dy, and let M be the solid paraboloid 0

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Let w = y2 dy A dz+xa dz dx + z2 dx A dy, and let M be the solid paraboloid 0

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Let W Y2 Dy A Dz Xa Dz Dx Z2 Dx A Dy And Let M Be The Solid Paraboloid 0 Z 1 X2 Y2 With The Standard Orientat 1
Let W Y2 Dy A Dz Xa Dz Dx Z2 Dx A Dy And Let M Be The Solid Paraboloid 0 Z 1 X2 Y2 With The Standard Orientat 1 (13.22 KiB) Viewed 33 times
Let w = y2 dy A dz+xa dz dx + z2 dx A dy, and let M be the solid paraboloid 0 <z <1 - x2 - y2 with the standard orientation (that is, using the orientation form da A dy, dz induced by the identity parametrization). Find Sam w two ways: directly and by Stokes's Theorem.
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