When a mass MMM is suspended from a spring, the spring extends by an equilibrium distance yyy. The mass is then displaced vertically and released, causing it to oscillate with a period TTT.
The mass MMM is removed and suspended from a different spring. This second spring extends by an equilibrium distance of y3\frac{y}{3}3y when the same mass is suspended from it. The mass is again displaced vertically and released.
What is the new period of oscillation of MMM in terms of TTT?
T3\frac{T}{3}3T
T3\frac{T}{\sqrt{3}}3T
T3T\sqrt{3}T3
3T3T3T