Incase of harmonic oscillator total energy remains

Explanation

Option C is correct since in an oscillation system, the energy can take various forms like potential, and kinetic but the total energy will remain conserved. In classical mechanics, a harmonic oscillator is a system that, when displaced from its equilibrium position, experiences a restoring force F proportional to the displacement x where k is a positive constant. Option A is incorrect since the total energy of an isolated system (in this case, the harmonic oscillator) is conserved. It is not variable. Option B is incorrect since energy is not infinite, it's finite. The harmonic oscillator may stop vibrating owing to damping. Option D is incorrect since energy cannot be zero, it has some value in the oscillator in the form of stored energy in the harmonic oscillator.