A body makes shm with an amplitude 4 sec and time period 12 second along y axis. At what displacement is its velocity will be the same as the velocity at 2 seconds after crossing the mean position?
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Given, T = Time period A = AmplitudeThe equation of motion in S.H.M x = Asin(ω t) The particle reach to extreme position to A2 A2 = Asin(ω t)
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The displacement is 3.4 m
The amplitude of the S.H.M. is (A) = 4 m
The time period of the S.H.M. is (T) = 12 s
Given time is = 2 s which is 1/6 th of the time period, i.e., T/6
At T/6, the particle's position can be = √3 A/2
So, the position can be = √3 × 4/2 m
= 3.4 m
The displacement at which its velocity will be the same as the velocity at 2 seconds after crossing the mean position is 3.4 m.
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