1. The problem statement, all variables and given/known data Given the figure below and knowing that the coefficient of restitution is e=0.8 find the final velocities of the spheres. 2. Relevant equations m1v1 + m2v2 = m1v1' + m2v2' e = v2' - v1'/v1 - v2 3. The attempt at a solution I have tried this a bunch of different ways and am not getting the answer (va' = 18.2 ft/s, vb' = 6.57 ft/s). I tried breaking the velocity of ball a up into components along the center axis and the axis perpendicular. Va on the center axis = 18cos(40) = 13.79 ft/s I then set up equations along the axis for conservation of momentum and COR: (2/32.2)*13.79 + (3/32.2)*(-12) = (2/32.2)*Va' + (3/32.2)*Vb' so Vb' = -2.807 - .667*Va' Also: e = (Vb' - Va')/(13.79 - (-12)) = 0.8 , after plugging in Vb' from above I get Va' = -70.39 ft/s which is way off. I have tried other methods also that are also wrong, some closer though. I am just completely stuck now.