A bowling ball of mass MMM and radius r0r0r_0 is thrown along a level surface so that initially (ttt = 0) it slides with a linear speed v0v0v_0 but does not rotate, see the figure.(Figure 1) As it slides, it begins to spin, and eventually rolls without slipping. Part A. How far has the ball moved down the lane when it starts rolling without slipping? Part B. What are its final linear speed? Part C. What are its final rotational speed?

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