Let S be the surface of a rectangular box with one vertex at the origin and one vertex at the point (2,1,6), whose faces

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Let S be the surface of a rectangular box with one vertex at the origin and one vertex at the point (2,1,6), whose faces

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Let S Be The Surface Of A Rectangular Box With One Vertex At The Origin And One Vertex At The Point 2 1 6 Whose Faces 1
Let S Be The Surface Of A Rectangular Box With One Vertex At The Origin And One Vertex At The Point 2 1 6 Whose Faces 1 (18.86 KiB) Viewed 24 times
Let S be the surface of a rectangular box with one vertex at the origin and one vertex at the point (2,1,6), whose faces are parallel to the coordinate axes. Let F(x, y, z) = (xy + 2z)i + (yz + 2x)j + (x2 + 2y)k. Compute the flux of F across S using the Divergence Theorem.
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