Let F ( x , y ) = 9 y y 3 , e
Question:
Let F(x,y)=⟨9y−y3,e√y(x2−3x)⟩, and let C2 be the oriented curve in Figure 1(B).
(a) Show that FF is not conservative.
(b) Show that ∫C2F⋅dr=0∫C2F⋅dr=0 without explicitly computing the integral. Hint: Show that FF is orthogonal to the edges along the square.
Transcribed Image Text:
y 3 (B) C 3
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a We show that the cross partials of mathbfFx yleftlangle 9 yy3 esqrtyleftx23 xightightangle are not ...View the full answer
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