A ball is released from certain height. It loses $50\%$ of its kinetic energy on striking the ground. It will attain a height again equal to
A ball is released from certain height. It loses $50\%$ of its kinetic energy on striking the ground. It will attain a height again equal to
- A
One fourth the initial height
- B
Half the initial height
- C
Three fourth initial height
- D
None of these
Similar Questions
Explain work energy theorem.
Explain work energy theorem.
Which of the following graphs is correct between kinetic energy $ (E), $ potential energy $(U)$ and height $(h)$ from the ground of the particle
Which of the following graphs is correct between kinetic energy $ (E), $ potential energy $(U)$ and height $(h)$ from the ground of the particle
A ball of mass $m$ moves with speed $v$ and strikes a wall having infinite mass and it returns with same speed then the work done by the ball on the wall is
A ball of mass $m$ moves with speed $v$ and strikes a wall having infinite mass and it returns with same speed then the work done by the ball on the wall is
Which graph shows best the velocity-time graph for an object launched vertically into the air when air resistance is given by $| D | = bv?$ The dashed line shows the velocity graph if there were no air resistance.
Which graph shows best the velocity-time graph for an object launched vertically into the air when air resistance is given by $| D | = bv?$ The dashed line shows the velocity graph if there were no air resistance.
A small bar starts sliding down on inclined plane forming an angle $\theta $ with the horizontal. The friction coefficient depends on the distance $x$ covered as $\mu = kx$ , where $k$ is a constant. Find the distance covered by the bar till it stops
A small bar starts sliding down on inclined plane forming an angle $\theta $ with the horizontal. The friction coefficient depends on the distance $x$ covered as $\mu = kx$ , where $k$ is a constant. Find the distance covered by the bar till it stops