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13 Nov 2019
Safari令 10:59 PM ãä¹ * 29% ,-). 1. State and strate Stokes Theorem using the following surface. C follows the path from (1,1,0) to (1,0, 1), then in a circular are up to (0,0,2) and on to (-1,0, 1), then down to (-1, 1,0) and finally back to (1,1,0). The surface consists of a semicircular patch of y 0 and a rectangular patch of + = 1 . Where these two patches meet is a seam, but that seam is not considered part of the edge (0,0,2) u,L,0) F(x, y,z)-(yz, z+y, z*) i1 tbe edge of D,no Folds ãC U Parametrized using rignt han rule 2. State and illustrate the Divergence Theorem sing the region above the cone the plane 2-1, with the vector function F (z.ya)-( zz, +y and below ã§+y. :)
Safari令 10:59 PM ãä¹ * 29% ,-). 1. State and strate Stokes Theorem using the following surface. C follows the path from (1,1,0) to (1,0, 1), then in a circular are up to (0,0,2) and on to (-1,0, 1), then down to (-1, 1,0) and finally back to (1,1,0). The surface consists of a semicircular patch of y 0 and a rectangular patch of + = 1 . Where these two patches meet is a seam, but that seam is not considered part of the edge (0,0,2) u,L,0) F(x, y,z)-(yz, z+y, z*) i1 tbe edge of D,no Folds ãC U Parametrized using rignt han rule 2. State and illustrate the Divergence Theorem sing the region above the cone the plane 2-1, with the vector function F (z.ya)-( zz, +y and below ã§+y. :)
Hubert KochLv2
3 Jul 2019