a block of mass M is placed on an ideal spring and equilibrium the spring is compressed by x loot in equilibrium. if the spring is further compressed by 2x then find the time period of oscillation
Answer (1)
21st Jan, 2021
Hello candidate,
In spring mass system, the time period refers to the time required for the spring to regain its original shape after compressing or extending from its natural length.
The expression for time period is given by the formula T=2π×√m/k, which is clearly independent of the the extension produced. So, the time period of oscillation will remain same irrespective of the extension being extended to 2x.
Hope it helps!!
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