Use Green's Theorem to evaluate F · dr, where F(, y) = ( – 2xy, y + 3) and C is the rectangle with vertices (4,-1), (7,-1), (7,9), and (4,9). The integral obtained from from Green's Theorem is SI, dA...

Use Green's Theorem to evaluate<br>F<br>· dr, where F(, y) = ( – 2xy, y + 3) and C is the rectangle<br>with vertices (4,-1), (7,-1), (7,9), and (4,9).<br>The integral obtained from from Green's Theorem is<br>SI,<br>dA<br>where D is the interior of the rectangle.<br>This evaluates to<br>

Extracted text: Use Green's Theorem to evaluate F · dr, where F(, y) = ( – 2xy, y + 3) and C is the rectangle with vertices (4,-1), (7,-1), (7,9), and (4,9). The integral obtained from from Green's Theorem is SI, dA where D is the interior of the rectangle. This evaluates to

Jun 04, 2022

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Use Green's Theorem to evaluate F · dr, where F(, y) = ( – 2xy, y + 3) and C is the rectangle with vertices (4,-1), (7,-1), (7,9), and (4,9). The integral obtained from from Green's Theorem is SI, dA...

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