Derive an experession for the period of oscillation of a mass attached to a spring executing simple harmonic motion. Given that the period of oscillation depends on the mass m and the force constant k, where k is the force required to stretch the spring by unit length?

Derive an experession for the period of oscillation of a mass attached

1.	Derive an experession for the period of oscillation of a mass attached to a spring executing simple harmonic motion. Given that the period of oscillation depends on the mass m and the force constant k, where k is the force required to stretch the spring by unit length?
Answer» Solution :`T=cm^(x)K^(y)`, is the CONSTANT and k is the SPRING constant. `[T]=[M^(x)][MT^(-2)]^(y)`. SIMPLIFYING `x=1//2, y=-1//2`.