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Use Green's Theorem to Evaluate \int C 4(y - Sin X)dx + 4cos X Dy Where

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Use Green's Theorem to evaluate \int C 4(y - sin x)dx + 4cos x dy where C is the boundary of the region with vertices (0, 0),  Use Green's Theorem to evaluate  \int <sub>C</sub> 4(y - sin x)dx + 4cos x dy where C is the boundary of the region with vertices (0, 0),   , and   traversed in a counterclockwise manner. , and  Use Green's Theorem to evaluate  \int <sub>C</sub> 4(y - sin x)dx + 4cos x dy where C is the boundary of the region with vertices (0, 0),   , and   traversed in a counterclockwise manner. traversed in a counterclockwise manner.


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