?Consider region R bounded by parabolas \(y=x^{2}\) and \(x=y^{2}\) . Let C be the
Chapter 6, Problem 205(choose chapter or problem)
Consider region R bounded by parabolas \(y=x^{2}\) and \(x=y^{2}\) . Let C be the boundary of R oriented counterclockwise. Use Green’s theorem to evaluate \(\oint_{C}\left(y+e^{\sqrt{x}}\right) d x+\left(2 x+\cos \left(y^{2}\right)\right) d y\).
Text Transcription:
y=x^2
x=y^2
oint_C (y + e^sqrt x)dx + (2x + cos (y^2))dy
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