A particle performing S.H.M. undergoes displacement of (where A = amplitude of S.H.M.) in one second. At t = 0 the particle was located at either extreme position or mean position. The time period of S.H.M. can be: (consider all possible cases)

Define amplitude of S.H.M. ?

A particle performing simple harmonic motion undergoes unitial displacement of (A)/(2) (where A is the amplitude of simple harmonic motion) in 1 s. At t=0 , the particle may be at he extreme position or mean position the time period of the simple harmonic motion can be

Define amplitude of S.H.M. ? Does Amplitude affect the time period ?

A particle is performing S.H.M. Its total energy ie E When the displacement of the particle is half of its amplitude, its K.E. will be

A particle performs SHM with an amplitude of 5 m. If at x = 4 m, the magnitude of velocity and accelertion are equal, then the time period of SHM (in seconds) is

A particle moves along x-axis according to relation x= 1+2 sin omegat . The amplitude of S.H.M. is

A particle executes S.H.M with time period 12 s. The time taken by the particle to go directly from its mean position to half its amplitude.

A particle performs SHM with a period T and amplitude a. The mean velocity of particle over the time interval during which it travels a//2 from the extreme position is

Two particles are performing SHM with same amplitude and time period. At an instant two particles are having velocity 1m//s but one is on the right and the other is on left of their mean positiion. When the particles have same position there speed is sqrt(3)m//s . Find the maximum speed (in m/s) of particles during SHM.

A particle is performing SHM of amplitude 'A' and time period 'T'. Find the time taken by the particle to go from 0 to A//2 .