Question: Given that F = x2y ax y ay, find (a) L F dl where L is shown in figure. (b) s ( x F)

Given that F = x2y ax – y ay, find
(a) ∫L F ∙ dl where L is shown in figure.
(b) ∫ s (∆ x F) ∙ dS where S is the area bounded by L.
(c) Is Stokes's theorem satisfied?

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