[" A particle executing S.H.M.has angular "],[" frequency "6.28s^(-1)" and amplitude "10cm" find "],[" (a) the time period (b) the maximum speed (c) "],[" the maximum acceleration (d) the speed when "],[" the displacement is "6cm" from the mean "],[" position ( e) the speed at "t=1/6s" assuming that "],[" the motion starts from rest at "t=0]

A particle executing S.H.M. has angular frequency 6.28 s^(-1) and amplitude 10 cm find (a) the time period (b) the maximum speed ( c ) the maximum acceleration (d) the speed when the displacement is 6 cm from the mean postiton ( e ) the speed at t=1//6 s assuming that the motion starts from rest at t=0

A particle executing S.H.M. has angular frequency 6.28 s^(-1) and amplitude 10 cm find (a) the time period (b) the maximum speed ( c ) the maximum acceleration (d) the speed when the displacement is 6 cm from the mean postiton ( e ) the speed at t=1//6 s assuming that the motion starts from rest at t=0

A particle executing simple harmonic motion has angular frequency 6.28 s^(-1) and amplitude 10 cm . Find (a) the time period, (b) the maximum speed, (c) the maximum acceleration, (d) the speed when the displacement is 6 cm from the mean position, (e) the speed at t = 1//6 s assuming that the motion starts from rest at t = 0 .

A particle executing simple harmonic motion has angular frequency 6.28 s^(-1) and amplitude 10 cm . Find (a) the time period, (b) the maximum speed, (c) the maximum acceleration, (d) the speed when the displacement is 6 cm from the mean position, (e) the speed at t = 1//6 s assuming that the motion starts from rest at t = 0 .

A particle executing simple harmonic motion has angular frequency 6.28 s^(-1) and amplitude 10 cm . Find (a) the time period, (b) the maximum speed, (c) the maximum acceleration.

A particle of mass 2 kg executing SHM has amplitude 10 cm and time period 1s. Find (a) the angular frequency (b) the maximum speed (c ) the maxmum acceleration (d) the maximum restoring force ( e) the speed when the displacement from the mean position is 8 cm (f) the speed after (1)/(12)s the particle was at the extreme position (g) the time taken by the particle to go directly from its mean position to half the amplitude (h) the time taken by the particle to go directly from its extreme position to half the amplitude.

A particle of mass 2 kg executing SHM has amplitude 10 cm and time period is 1 s.Find (i) the angular frequency (ii) the maximum speed (ii) the maximum acceleration (iv) the maximum restoring force (v) the speed when the displacement from the mean position is 8 cm (vi) the speed after (1)/(12) s the particle was at the extreme position (vii) the time taken by the particle to go directly from its mean position to half the amplitude (viii) the time taken by the particle to go directly from its exterme position to half the amplitude.

If particle executing S.H.M. has an amplitude of 6 cm, its acceleration at a distance 2 cm from mean position is 8 cm/s^2 , then the maximum speed of the particle will be

The maximum velocity and maximum acceleration of a particle executing SHM are 20 cm s^(-1) and 100 cm s^(-2) . The displacement of the particle from the mean position when its speed is 10 cm s^(-1) is