(Solved): Consider the steady, incompressible flow through a channel shown at the right (unit depth into the ...

Consider the steady, incompressible flow through a channel shown at the right (unit depth into the page) Use the integral from of the conservation of mass equation $\frac{?}{?t}{?}_{CV}?d?+{?}_{CS}?\mathbf{V}?\hat{\mathbf{n}}dA=0$ to determine the value of $U_{\max }$ so that mass is conserved in this flow. Present a detailed analysis.