Let `a_(1) and a_(2)` be that amplitude of two light waves and `a_(1) and a_(2)` be their initial phases. The resultant amplitude due to supersition of two light waves is

Let I_(1) and I_(2) be the intensity of two light waves of amplitudes a_(1) and a_(2) respectively . The resultant ampltiudes I at a point due to the superposition of two light waves is

Two waves travel down the same string . These waves have the same velocity , frequency f and wavelength but having different phase constants phi_(1) and phi_(2) (lt phi_(1)) and amplitudes A_(1) and A_(2) ( lt A_(1)) . Mark the correct statement(s) for the resultant wave which is produced due to superposition of these two waves.

Two waves travel down the same string . These waves have the same velocity , frequency f and wavelength but having different phase constants phi_(1) and phi_(2) (lt phi_(1)) and amplitudes A_(1) and A_(2) ( lt A_(1)) . Mark the correct statement(s) for the resultant wave which is produced due to superposition of these two waves.

Two wave of amplitude A_(1) , and A_(2) respectively and equal frequency travels towards same point. The amplitude of the resultant wave is

Two wave of amplitude A_(1) , and A_(2) respectively and equal frequency travels towards same point. The amplitude of the resultant wave is

Two waves of nearly same amplitude , same frequency travelling with same velocity are superimposing to give phenomenon of interference . If a_(1) and a_(2) be their respectively amplitudes , omega be the frequency for both , v be the velocity for both and Delta phi is the phase difference between the two waves then ,