There is a 2nd questions that goes with this that states, "Derive an equation to determine the acceleration of the hanging mass (show all work)."

'I. In this lab, we addressed how the velocity of the falling mass would change based on the moment of inertia of a platter rotating on the table. lfthe platter on the top were a cart, and the pulley had a mass where we had to take into account the moment of inertia (l} of the pulley with mass (M), that would also change how fast the hanging mass fell compared to a pulley of negligible mass. Given the diagram 999W! Fl.['._W_...a .if???._b9_Fl)".H.lES.[ElFI'...f9.[Ill.EE'E'.5..Ill?.._E?l:'._l.ll?!.Wll_l"_.._[.l.lll.-._.REEFIl'!E.l1?![19ll]El..HEEL.D_Fl.__.l'_.l?_l_..._.._..._.._..._. meachmlorceuifuthe pulley-has mass-"(a moment of inertia that-needs td'b talk-an into account). Assume that the wheels of the cart have negligible mass. (3 points) Free body diagram for the cart Free body diagram for the pulley Free body diagram for the with radius R hanging mass