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need help quickly please; will give like for correct solution 11. [12 pts] Let F be continuously differentiable everywhere except at (0, 1) . Let

need help quickly please; will give like for correct solution

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11. [12 pts] Let F be continuously differentiable everywhere except at (0, 1) . Let C' be the ellipse 4x' + y' =16 and C' be the circle x' +(y-1) =1. It is known that V . F = 3, and o F .nds = -10. Use a version of Green's Theorem to find Q Finds . C CGreen's Theorem Let R be a planar region bounded by a piecewise-smooth simple closed curve C. If F is a continuously differentiable vector field on R , then $ Finds = [[_V.FdA, Where n is the exterior unit normal on C

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