A particle on the trough of a wave at any instant will come to the mean position after a time ( T = time period)

A particle starts simple harmonic motion from the mean position. If It's amplitude is A and time period T, then at a certain instant, its speed is half of its maximum speed at this instant, the displacement is

Two pendulum of lengths 1m and 16m are in phase at the mean position at a certain instant of time. If T is the time period of the shorter pendulum, then the minimum time after which they will again be in phase is

Two pendulum of lengths 1m and 16m are in phase at the mean position at a certain instant of time. If T is the time period of the shorter pendulum, then the minimum time after which they will again be in phase is

The distance between consecutive crest and trough of a wave is 10 cm . If the speed of wave is 200 cm/s . Then the time period of wave is

The distance between consecutive crest and trough of a wave is 10 cm . If the speed of wave is 200 cm/s . Then the time period of wave is

A particle startsits SHM at t=0 . At a particular instant on its way to extreme position , x= (A)/(2) . Find the time taken by the particle to come back to this point after passing through the extreme position. Hint : t_(1) = time taken to go from x=0 to x= (A)/(2) t_(2) = time taken to go to extreme position and come back to mean position = (T)/(2) Required time = (T)/(2) - t_(1)

A particle startsits SHM at t=0 . At a particular instant on its way to extreme position , x= (A)/(2) . Find the time taken by the particle to come back to this point after passing through the extreme position. Hint : t_(1) = time taken to go from x=0 to x= (A)/(2) t_(2) = time taken to go to extreme position and come back to mean position = (T)/(2) Required time = (T)/(2) - t_(1)

A particle is in SHM with time period 3 sec. Calculate the displacement of particle from mean position after t = 0.5 sec.