Please answer parts A through E. Show process and formulas please!

Hopefully now is not as blurry!

The space between concentric cylinders is filled with an incompressible viscous liquid as shown in the Figure below. The inner cylinder is fixed, and the outer one rotates with an angular velocity 2. The gap is small compared to the radii and thus the velocity distribution is assumed to be linear. The length of both cylinders is L. The following values are available for this problem: u = 116 [cP]; Ri= 2.2 [cm]; 8 = Ro - Ri= 0.2 [mm]; 2 = 360 [RPM]; L = 14 [cm] Please, answer the following in the specified units, if any enter absolute values): (a) The shear stress at r = R: 485.4 [Pa] (b) The momentum flux at r = Ri: -485.4 x [kg/m.s2] (C) The velocity of the fluid in contact with the outer cylinder: 0.837 [m/s] (d) The angular velocity of the outer cylinder: 377 rad/s] (e) In what direction does the momentum flow? tangentially outward X R. VA R-R