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Unformatted text preview: where is the circle in the plane counterclockwise when viewed from above the origin. 13. Use Stokes' theorem to evaluate (flux of curl F through surface S) where and is the part of the cube and except for the face where 14. Use the divergence theorem to evaluate the surface integral (flux of F through surface S) for the vector function and closed boundary surface given by the sphere 15. Use the divergence theorem to evaluate the surface integral (flux of F through surface S) for the vector function and closed boundary surface given by the solid bounded by the cylinder and the planes and 16. (Optional) Use the divergence theorem to evaluate the surface integral(flux of F through surface S) for the vector function and closed boundary surface given by the five faces of the unit cube, and missing and where is the unit normal vector pointing away from the origin....
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 Spring '08
 wong
 Vector Calculus, Vector field, Stokes' theorem, Surface integral

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