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- Thread starter hd28cw
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Tide

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Galileo

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Solve the contour integral [tex]\oint_C \vec A \cdot d\vec s[/tex] where [tex]A=y^2\hat x + 2x \hat y[/tex].

C is the rectangular contour with vertices (0,0),(2,0),(2,4),(0,4).

You could break the integral up and perform 4 seperate line integrals, noting the direction of the [itex]d\vec s[/itex] in each case or do it the quicky way by applying Green's Theorem.

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