- 03 A If F Y Z X I Z X Y J X Y Z K Then Evaluate Ss V F N Da Integrated Over The Po 1 (46.69 KiB) Viewed 12 times
03. a. If F = (y² + z² − x²)i + (z² + x² − y²)j + (x² + y² − z²)k, then evaluate, SS V × F · n dA integrated over the po
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03. a. If F = (y² + z² − x²)i + (z² + x² − y²)j + (x² + y² − z²)k, then evaluate, SS V × F · n dA integrated over the po
03. a. If F = (y² + z² − x²)i + (z² + x² − y²)j + (x² + y² − z²)k, then evaluate, SS V × F · n dA integrated over the portion of the surface x² + y² − 4x + 2z = 0 above the plane z = 0 and verify the Stroke's Theorem. n is the unit vector normal to the surface.