Question: Measure by hand calculation the net flow across the circle \(x^{2}+y^{2}=4\)

of a fluid whose velocity is given by the vector field

Field \([x, y]=\{x, y\}\)

Don't forget that \(\operatorname{Sin}[t]^{2}+\cos [t]^{2}=1\)

Is the net flow of $F[x, y]$ across this curve from inside to outside or outside to inside?

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Deliverable: Word Document