A particle of mass 5 kg is placed in a field of gravitational potential
`v=(7x^(2)-21x)J//kg` . Then its motion

A particle of mass 4g is in a gravitational potential V =(800x^(2) +150) erg//g . Its frequency of oscillation is

A particle of mass 10gm is placed in a potential field given by V = (50x^(2) + 100)J//kg . The frequency of oscilltion in cycle//sec is

A particle of mass 10gm is placed in a potential field given by V = (50x^(2) + 100)J//kg . The frequency of oscilltion in cycle//sec is

The gravitational field in a certain region is given as vec(E) = (3N kg^(-1)) hat(i) + (5N kg^(-1)) hat(j) (a) What will be magnitude of gravitational force acting on a particle of mass 3 g which is placed at the origin ? (b) What will be gravitational potential at point (12m, 0) and (0, 6m) considering that potential at origin is zero ? (c ) A particle of mass 3 kg is moved from the origin to the point (9m, 4m). Calculate the change of gravitational potential energy. (d) If the above particle is moved from (5m, 0) to (0, 5m), then find the change in potential energy.

A particle of mass 5kg moving in the X-Y plane has its potential energy given by U=(-7x+24y) J . The particle is initially at origin and has a velocity vec(U)=(14.4+4.2J)m//s

A particle of mass 5kg moving in the X-Y plane has its potential energy given by U=(-7x+24y) J . The particle is initially at origin and has a velocity vec(U)=(14.4+4.2J)m//s