Two particles are in `SHM` with same angular frequency and amplitudes `A` and `2A` respectively along same straight line with same mean position. They cross each other at postion `A//2` distance from mean position in opposite direction. The phase between them is-

two partical excuting SHM with same frequency and amplitudes A and 2A on same straight line with same mean position cross each other in opposite direction at a distance A//3 from mean possion. Find the phase difference in the two SHM s.

two partical excuting SHM with same frequency and amplitudes A and 2A on same straight line with same mean position cross each other in opposite direction at a distance A//3 from mean possion. Find the phase difference in the two SHM s.

Two particles execute SHM of the same time period along the same straight lines. They cross each other at the mean position while going in opposite directions. Their phase difference is

Two particles are performing SHM in same phase. It means that

Two particles are performing SHM in same phase. It means that

Two particles are oscillating along the same line with the same frequency and same amplitude. They meet each other at a point mid-way between the mean position and extreme position while going in opposite direction. The phase difference between their motions of

A partical excutes SHM with same frequency and amplitude along the same straight line. They cross each other , at a point midway between the mean and the exterme position. Find the Phase difference between them.

A partical excutes SHM with same frequency and amplitude along the same straight line. They cross each other , at a point midway between the mean and the exterme position. Find the Phase difference between them.

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 :