In SHM restoring force is `F = -kx`, where k is force constant, x is displacement and a is amplitude of motion, then total energy depends upon

There is a body having mass m and performinf SHM amplitude a There is a restroring force F = - Ks where x is the displacement The total energy of body depends upon

The spring force is given by F=-kx , here k is a constant and x is the deformation of spring. The F-x graph is

The spring force is given by F=-kx , here k is a constant and x is the deformation of spring. The F-x graph is

A particle of mass m initially at rest. A variabl force acts on the particle f=kx^(2) where k is a constant and x is the displacment. Find the work done by the force f when the speed of particles is v.

A particle of mass m initially at rest. A variabl force acts on the particle f=kx^(2) where k is a constant and x is the displacment. Find the work done by the force f when the speed of particles is v.

The force on a body executing SHM is 2N when the displacement is 2cm. If the amplitude of oscilaltions is 5 cm what is the total energy associated with the SHM ?

The restoring force F acting on a particle of mass (m) executing a S. H. M. is given by F= -Kx, where x is the displacement and K is a constant. Then the angular velocity of the particle is given by