Verify that the boundary of the region R defined by y2 4(1 x) is a streamline for the
Chapter 20, Problem 20(choose chapter or problem)
Verify that the boundary of the region R defined by \(y^{2} \geq 4(1-x)\) is a streamline for the fluid flow with complex potential \(G(z)=i\left(z^{1 / 2}-1\right)\). Sketch the streamlines of the flow.
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