1. The problem statement, all variables and given/known data A ball of clay of mass m travels with velocity v in a path tangent to a disk of radius R and mass M as shown in the figure. The clay collides with the desk tangentially to its outer rim (a totally inelastic collision) and the clay and disk begin to spin about the axis. What is the final angular speed of the clay and disk? (Don't forget to include the mass m after the collision.) 2. Relevant equations L = M x V x R MVR = I(tot) x W W = (M x V x R ) / I 3. The attempt at a solution I(tot) = MR^2 + (2/5)MR^2 MR^2 [1+(2/5)] = 7/5MR^2 W = MVR/[(7/5)MR^2] W = 5V/5R Is this correct? What are the units?