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Evaluate Integral F*dr along the curve C
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\(\large F(x,y)=x^2i+xyj\) \(\large C:r(t)=2costi+2sintj;~~(0\le t\le\pi)\)
|dw:1449857927702:dw|
x=2cost y=2sint?
WAIT I GOT IT NOW lol
yeah you may use that parameterization
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(\(2cost)^2i+(2cost)^2(2sint)^2j\)
\(F•dr=(2cost)^2i+(2cost)^2(2sint)^2j)•(2costi+2sintj)\)
\(\large F(x,y)=x^2i+xyj\) right ?
\(F•dr=(2cost)^2i+(2cost)(2sint)j)•(2costi+2sintj)\)
why are you squaring the j component
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Yes my bad
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