Problem #4 (20 points) A constant-thickness film of viscous liquid flows in laminar motion down a plate inclined at angle e, as in the figure shown below. The velocity profile is u(y) Cy (2h-y), v=w=0 Find the constant C in terms of the specific weight y, the angle 0 and the viscosity u. Find the volume flow rate Q per unit width in terms of p, g, e, u, and h. h u(y) Ꮎ x