what is the linear acceleration( in m/s2) of the rope if the rope is pulled with a force of 30 N.
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Answer:
The moment of inertia of the hollow cylinder about its geometric axis:
I=mr
2
=3×0.4
2
kgm
2
The Torque developed is given by:
τ=rF=0.4×30Nm=12Nm
We know that the relation between the torque and angular acceleration is:
τ=Iα
⟹α=25rads
−2
Thus linear acceleration(a)=rα=0.4×25m/s
2
=10m/s
2
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