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13 Nov 2019
Use the Divergence Theorem to calculate the surface integral IFulate the flux of F across s. Jthat is, S is the surface of the box bounded by the coordinate planes and the planes x=4,y= 2 and z =1 3 O 11
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Sixta Kovacek
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Use the Divergence Theorem to calculate the surface integral F ds; that is, calculate the flux of F across S F(x, y, z)-esin(y)ecos(y)j yz k, S is the surface of the box bounded by the planes x·0, x 2, y·o, y 1, z-o, and Z-4. Need Help?Read ItthTalk to a Tutor
I l." 4 Use the Divergence Theorem to evaluate the flux F.dS, where F (22-2, ez, cos z.J3)-nd the surface s is the boundary of the region bounded by z + 4y + 8z-18and the coordinate planes in the first octant. eBook Use the Divergence Theorem to convert the surface integral calculation into one involving a volume integral whose region of integration corresponds to the enclosed space strictly in the first octant between the given plane and coordinate planes.
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I l." 4 Use the Divergence Theorem to evaluate the flux F.dS, where F (22-2, ez, cos z.J3)-nd the surface s is the boundary of the region bounded by z + 4y + 8z-18and the coordinate planes in the first octant. eBook Use the Divergence Theorem to convert the surface integral calculation into one involving a volume integral whose region of integration corresponds to the enclosed space strictly in the first octant between the given plane and coordinate planes.
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