A thin walled shell of mass 1.5 kg and radius 0.2 m is rotating with an angular speed of 24 rad/s. An external retarding torque of 0.12 Nm starts acting on it. How long (in sec) does it take for it to come to rest?
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Answer:
Correct option is A)
Let the final angular velocity be w.
Applying conservation of angular momentum : L
f
=L
i
Or (
2
M
disc
R
2
w)+M
particle
R
2
w=(
2
M
disc
R
2
)w
i
+0
Or
2
2×0.2
2
×w+0.25×0.2
2
×w=(
2
2×0.2
2
)×30
⟹ w=24 rad/s
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