Tag: circular motion and gravitation
Questions Related to circular motion and gravitation
A block of mass $m$ at the end of a string is whirled round in a vertical circle of radius $R$. The critical speed of the block at the top of its swing below which the string would slacken before the block reaches the top is:
A bob of mass $100\ g$ tied at the end of a string of length $50\ cm$ is revolved in a vertical circle with constant speed of $1\ ms^{-1}$. When the tension in the string is $0.7N$, the angle made by the vertical is $(g=10\ ms^{-2})$
A weightless thread can withstand tension upto 30 N.A. stone of mass 0.5kg is tied to it and is revolved in a circular path of radius 2m i n a vertical plane. If $g=10m/s^2$, then the maximum angular velocity of the stone can be;-
An inclined plane ends into vertical loop of radius $R$. A particle is released from height $3R$. Can it loop the loop?
A block of mass $m$ at the end of a string is whirled round in a vertical circle of radius $r$. The critical speed of the block at the top of its swing below which the string would slacken before block reaches the top is
The maximum tension that an inextensible ring of radius 1 m and mass density 0.1 kg ${ m }^{ -1 }$ can bear is 40 N . The maximum angular velocity with which it can be rotated in a circular path is
A body is allowed to slide on a frictionless track from rest under-gravity.The track ends in a circular of diameter D. What should be the mini-mum height of the body in terms of D. So that it may successfully complete the loop?
A body is a allowed to slide down a frictionless track from rest position at its top under gravity. The track ends in a circular loop of diameter $D$. Then, the minimum height of the inclined track (in terms of $D$ ) so that it may complete successfully the loop is:
The length of simple pendulum is $1m$ and mass of its bob is $50 gram$. The bob is given sufficient velocity so that the bob describes vertical circle whose radius equal to length of pendulum, the tension in the string at lowest extreme position is:
A weightless thread can bear tension up to $3.7kg-wt$. A stone of mass $500g$ is tied to it and revolved in a circular path of radius $4$m in a verticle plane. If $g=10m/s^2$, then the maximum angular velocity of the stone will be: