A mass 2m is supported by a massless string wound round a uniform solid cylinder of mass m and radius R. The system is released from rest. The angular velocity of the cylinder when the block falls by a distance h is root under ngh/5R^2. find the value of n.
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Answer:
corr answer is g/2
a=Rα (no slipping)
Also, τ=Iα and τ=TR
Using the relations, ⟹T=
R
2
Ia
For hollow cylinder, I=mR
2
⟹T=ma
Now for block, ma=mg−T
ma=mg−ma
⟹a=
2
g
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