A particle moves with SHM linearly from points A to B 1.5 m apart. The particle moves as a function of time as follows: X = 0.75 sin wt t = 1 sec If the frequency of oscillation is 5 Hz. a. Find the periodic time. b. Find the displacement, velocity and acceleration for t = 1s in terms of X = a sin wt V = -a w cos wt a = -w²a sin wt c. Determine the maximum velocity and acceleration when the particle is 250 mm from the centre of the oscillation.

A particle moves with SHM linearly from points A to B 1.5 m apart. The particle moves as a function of time as follows: X = 0.75 sin wt t = 1 sec If the frequency of oscillation is 5 Hz. a. Find the periodic time. b. Find the displacement, velocity and acceleration for t = 1s in terms of X = a sin wt V = -a w cos wt a = -w²a sin wt c. Determine the maximum velocity and acceleration when the particle is 250 mm from the centre of the oscillation.