Find an equation-solution to the problem .Find an equation which can be used to calculate the answer, once you have numbers for "h", "m", "M", and "R". Follow the following strategy and show your work in deriving this equation. Strategy: Using Newton's 2nd Law for both Rotational and Translational Motion Include the following: Draw and label a free-body diagram for the hanging mass. Draw and label an extended-object diagram showing forces on the disk. Follow Newton's laws and discover and record an equation for the net force on the hanging mass. Then find the equation for the net torque on the disk. Give an explanation (may be stated in equation form) of how the forces on the hanging mass are related to the torque on the disk. Also state how the acceleration of the mass is related to the angular acceleration of the disk. Derive an equation describing the acceleration of the falling mass. Make a list of variables used to solve for the fall time of the weight, written in terms of the variables above. Write the kinematics equation used to find the fall time of the weight. Finally, derive a single equation for calculating the time it takes the hanging weight