A uniform flexible chain of mass m and length 2l hangs in equilibrium over a smooth horizontal pin of negligible diameter.
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The question is incomplete.
However,
Given:
Mass = m
Length = 2l
Equilibrium
Diameter negligible.
To find:
The speed of the chain
Solution:
By law,
There is an increase in kinetic energy with decrease in potential energy.
Hence,
Speed = m * g ( l - l /2 )
We get,
m g l / 2
Where,
m - mass
g - gravity
l - length
Substituting the values,
1 / 2 m v^2
Speed = √ gl
The answer is √ gl
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