For a particle in SHM find phase difference between situations (a) 1 & 2 (b) 1 & 3

The period of SHM of a particle is 12 s. The phase difference between the positions at t = 3 s and t = 4 s will be

Phase Difference Of Two Shm

(a) A particle is subjected to two SHMs of same time period in the same direction. If A_1=6cm , A_2=8cm , find the resultant amplitude if the phase difference between the motions is (a) 0^@ , (b) 60^@ , (c) 90^@ and (d) 120^@ . (b) In the previous problem if A_1=A_2=a and resultant amplitude is also a, find phase difference between them. (c) Three SHMs of equal amplitude A and equal time periods in the same direction combine. The phase of the second motion is 120^@ ahead of first and the phase of the third motion is 120^@ ahead of the second. Find the amplitude of the resultant motion.

A particle executing SHM. The phase difference between velocity and displacement is

A particle executing SHM. The phase difference between acceleration and displacement is

A particle executing SHM. The phase difference between velocity and displacement is

A particle executing SHM. The phase difference between acceleration and displacement is

Two particles P and Q describe S.H.M. of same amplitude a, same frequency f along the same straight line from the same mean position. The maximum distance between the two particles is a sqrt(2) , If the initial phase difference between the particles is (pi)/(N) then find N :

What is the phase difference between two points situated on a wavefront ?

A particle is executing SHM of amplitude A, about the mean position X = 0. Which of the following cannot be a possible phase difference between the positions of the particle at x = + A/2 and x = A/ sqrt(2)