Kinetic energy of a particle on the surface of earth is `E_(0)` and the potential energy is `- 2E_(0)`.
(a) Will the particle escape to infinity ?
(ii) What is the value of potential energy where speed of the particle becomes zero?

Kinetic energy of a particle on the surface is e_(0) and potential energy is -E_(0)/(2) . (a) Will the particle escape to infinity ? (b) At some height some height its kinetic energy becomes 0.6 E_(0) . What is potential energy at this height ? (c) If the particle escape to infinity , what is kinetic energy of the particle at infinity ?

Kinetic energy of a particle on the surface is E_(0) and potential energy is -E_(0)/(2) . (a) Will the particle escape to infinity ? (b) At some height its kinetic energy becomes 0.6 E_(0) . What is potential energy at this height ? (c) If the particle escape to infinity , what is kinetic energy of the particle at infinity ?

When escape velocity is given to a particle on surface of earth, its total energy is

Binding energy of a particle on the surface of earth is E. Kinetic energy grater than E is given to this particle. Then total energy of particle will become

Binding energy of a particle on the surface of earth is E. Kinetic energy grater than E is given to this particle. Then total energy of particle will become

In SHM , potential energy of a particle at mean position is E_(1) and kinetic enregy is E_(2) , then

In SHM , potential energy of a particle at mean position is E_(1) and kinetic enregy is E_(2) , then

A particle with total energy E moves in one dimensional region where the potential energy is U(x) The speed of the particle is zero where

A particle with total energy E moves in one dimemsional region where the potential energy is U(x) The speed of the particle is zero where

Show that at infinity, gravitational potential energy becomes zero.