A bowling ball of mass 7.26 kg and radius 0.109 m rolls without slipping to the right along a horizontal track, up an incline, momentarily comes to rest, and then rolls back down again. The translational speed of the ball's center of mass at point A is 4.50 m/s. Ignore all frictional losses. Assume the ball's mass is distributed uniformly throughout a solid sphere Point A (a) What is the ball''s maximum vertical height above the horizontal surface (Vmax)? (b) When the ball rolls back down the incline, what is the translational speed of its center of mass at point A as it rolls to the left