For a linear harmonic oscillator, its potential energy, kinetic energy and total energy given by `E_(P), K_(K) and E_(T)` respectively. Its maximum acceleration is given by

The potential energies of a linear harmonic oscillator at the mean position, extreme positions and an intermediate position are 0, 0.5J and 0.3 J respectively. Its total energy is given by

The total energy of electron in an atom is a combination of potential energy and kinetic energy. If total energy is -E for an electron in an atom, then its K.E. and P.E. respectively are

What are the maximum values of potential energy and kinetic energy of a harmonic oscillator ?

If total energy of the same electron is E, then what would be its kinetic energy and potential energy .

If total energy of the same electron is E, then what would be its kinetic energy and potential energy .

If total energy of the same electron is E, then what would be its kinetic energy and potential energy .

If the total energy of a simple harmonic oscillator is E, then its potential energy, when it is halfway to its endpoint will be