Calculate the flow rate of a fluid with velocity field (mathbf{v}=leftlangle x, y, x^{2} yightangle) (in meters
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Calculate the flow rate of a fluid with velocity field \(\mathbf{v}=\left\langle x, y, x^{2} yightangle\) (in meters per second) through the portion of the ellipse \(\left(\frac{x}{2}ight)^{2}+\left(\frac{y}{3}ight)^{2}=1\) in the \(x y\)-plane, where \(x, y \geq 0\), oriented with the normal in the positive \(z\)-direction.
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We use the following parametrization for the surface see remark at the end of the solution begingathered Phi x2 r cos theta y3 r sin theta z0 0 leq th...View the full answer
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