Two SHM's with same amplitude and time period, when acting together in perpendicular directions with a phase difference of `(pi)/(2)` give rise to

Two particles execute SHM of same amplitude and same time period, about same mean position but with a phase difference between them. At an instant they are found to cross each other at x=+(A)/(3) . The phase difference between them is

Two particles execute SHM of same amplitude and same time period, about same mean position but with a phase difference between them. At an instant they are found to cross each other at x=+(A)/(3) . The phase difference between them is

When two particles performing SHM of same amplitude and frequency arriving at a point of medium simultaneously with phase difference of pi/2 , then the resultant path is

When two particles performing SHM of same amplitude and frequency arriving at a point of medium simultaneously with phase difference of pi//2 , then the resultant path is

Two particles execute SHM of same amplitude of 20 cm with same period along the same line about the same equilibrium position. If phase difference is pi//3 then the maximum distance between these two will be

A: The phase difference between the two particles shown below is pi . (Assuming both particles have same time periods and same amplitudes). R: If the particles cross each other while they move in the opposite direction, they have a phase difference of pi radian.

Discuss analytically the composition of two S.H.M.'s of same period and parallel to each other . Find the resultant amplitude when phase difference is pi /3 radians

Discuss analytically the composition of two S.H.M.'s of same period and parallel to each other . Find the resultant amplitude when phase difference is 0