A mass 1.9kg is suspended from a string of length 0.5m at rest. Another body of mass 100gm.moving horizontally strikes the mass and sticks to it. If the combined mass just able to complete the circle, initial velocity of the body is (g=10 ms —2)
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When a body of mass 0.1 kg moving with
velocity 200 m/s strikes a body of mass 3.9 kg
suspended by a string of length 0.5 m, after striking
both the bodies stick together,
So applying law of conservation of momentum,
0.1×200=(3.9+0.1)v
v=5m/s
After striking both the masses together move in a
vertical circle which satisfy the following equation of
motion for tension,
T=
l
mv
2
+mgcosθ
But tension is zero at the highest point
the highest point velocity v=
gl
0=mg+mgcosθ
cosθ=−1
θ=π
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