The variation of potential energy `(U)` of a simple harmonic oscillator is as shown. Then force constant of the system is `(PE` is in joules, displacement 'x' is in mm)

The variation of PE of a simple harmonic oscillator is as shown. Then force constant of the system is (PE 'U' is in joules, displacement 'x' is in mm)

The variation of potential energy of harmonic oscillator is as shown in figure. The spring constant is

The variation of the potential energy of harmonic oscillator is as shown in the figure. The spring constant is

The variation of potential energy U of a system is shown in figure. The force acting on the system is best represented by

The variation of potential energy U of a system is shown in figure. The force acting on the system is best represented by

The maximum potential energy of a simple harmonic oscilator is U_("max") . The the P.E. of the oscillator when it is half way to its end point is

At what points energy of a simple harmonic oscillator will be entirely potential? Explain.

The variations of potential energy (U) with position x for three simple harmonic oscillators A, B and C are shown in figure. The oscillators have same mass. The time period of oscillation is greatest for

The energy of a simple harmonic oscillator in the state of rest is 3 Joules. If its mean K.E. is 4 joules, its total energy will be :