For a cylinder with circulation, γ, the velocity tangent to the surface is Vϴ = -2USinϴ + γ/(2πR) and there is no velocity normal to the surface, Vr = 0. The pressure at the cylinder surface is given by P = Po - ½ρVϴ 2 . If the force on the cylinder surface is P·Rdϴ, determine the overall Lift. Note: Lift is the component of force normal to velocity, V, due to P·Rdϴsinϴ. Integrate the Lift component of force from 0 < ϴ < 2π to sum the total lift around the cylinder.