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Problem 30

In Exercises $27-30,$ integrate $f$ over the give…

Problem 29

In Exercises $27-30,$ integrate $f$ over the given curve.
$f(x, y)=x+y, \quad C : x^{2}+y^{2}=4$ in the first quadrant from (2, 0) to (0, 2)




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Video Transcript

Oh, has function this to assign See to co sign t 40 from zero to well, your pie. So the march of the derivative would be too. Using the identity of the children is a function. We're the nine to go f oversee. Forget the data. We're gonna have zero to have high. I'm sorry. 0 to 1 0/4 Bi, You saw that? We have for sun t squared on this tickles nt Did she? Tom's too. So the answer is plying minus two minus to Times Square to

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