A string with one end fixed on a rigid wall
passing over a fixed frictionless pulley at a
distance of 2 m from the wall has a point
mass M =2 kg attached to it at a distance
of 1 m from the wall. A mass m=0.5 kg
attached at the free end is held at rest so
that the string is horizontal between the
wall and the pulley and vertical beyond the
pulley. When mass m is released, M will hit
the wall, then (g 10 m/s)
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Answer:
First we will use energy conservation
Loss in gravitational potential energy = gain in kinetic energy of the two blocks
also by constraint relation we know that
where we know that
now we have
so the speed of the block M will be 3.4 m/s
Explanation:
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