Too much variables?

A cylindrical pulley of mass \(M\) & radius \(R\) is connected to another cylindrical pulley of mass \(\dfrac{M}{2}\) and radius \(\dfrac{R}{2}\) through a massless string as shown in figure. If sufficient string is wrapped over larger pulley, find the acceleration of mass \(M\) attached to the smaller pulley, when whole system is released from rest.

\(\large{Assume~there~is~no~slipping~in~either~pulley}\).

Take \(g=9.8~ms^{-2}\)

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