The stationary wave`y = 2a sin kx cos omega t` in a closed organ pipe is the result of the superposition of `y = a sin (omega t - kx)`

The stationary wave y = 2a sinkx cos omega t in a stretched string is the result of superposition of y_(1)=a sin(kx-omegat) and

The stationary wave y = 2a sinkx cos omega t in a stretched string is the result of superposition of y_(1)=a sin(kx-omegat) and

The equation y = a (sin kx cos wt- cos kx sin omega t) represent.

In a wave motion y = asin (kx - omega t),y can represent :-

In a wave motion y = sin (kx - omega t),y can represent :-

In a wave motion y = sin (kx - omega t),y can represent :-

The equation of a stationary wave is y = 2 A sin k x cos omega t . Find the amplitudes, velocities and wavelengths of the two progressive waves, which on superposition produce this stationary wave .

A stationary wave is set up in a string fixed at both ends.Which of the following cannot represent stationary wave equation (a) "y=A sin kx cos omega t , (b) y=A cos kx cos omega t , (c) y=A sin kx sin omega t , (d) y=A cos kx sin omega t .

The equation y=A sin^2 (kx-omega t) represents a wave with