Assertion: In a simpleharmonic motion the kinetic and potential energy becomes equal when the displacement is `(1)/(sqrt(2))` time the amplitude
Reason: is `SHM` kinetic energy is zero when potential energy is maximum

The ratio of the kinetic to potential energy of a particle in SHM, when its displacement is one-half the amplitude, is

At what displacement the kinetic is equal to the potential energy ?

A particle is performing linear SHM, along x-axis when the displacement becomes, (A)/(sqrt2) , (A is the amplitude), the relation that holds between kinetic energy and potential energy is ……..

A particle is performing linear SHM, along x-axis when the displacement becomes, (A)/(sqrt2) , (A is the amplitude), the relation that holds between kinetic energy and potential energy is ……..

In a simple harmonic motion (i) the maximum potential energy equal the maximum kinetic energy (ii) the minimum potential energy equals the minimum kinetic energy (iii) the minimum potential energy equals the maximum kinetic energy (iv) the maximum potential energy equals the minimum kinetic energy

Ratio of kinetic energy to potential energy of an oscillator when it is at distance 1//N times of amplitude from mean positions in