A progressive wave travelling along the positive x-direction is represented by `y(x, t)=Asin (kx-omegat+phi)`. Its snapshot at `t = 0` is given in the figure.
For this wave, the phase is:

y(xt)=asin(kx-omegat+phi) represents a

y(xt)=asin(kx-omegat+phi) represents a

Consider the snapshot of a wave traveling in positive x–direction

Plane progressive wave y= Asin(omegat-kx) travels in positive X-direction with a speed

A wave is represente by y = Asin^2 (kx - omegat + phi) . The amplitude and wavelength of wave is given by

A wave is represente by y = Asin^2 (kx - omegat + phi) . The amplitude and wavelength of wave is given by

A sine wave travelling to right is represented by the equation y=asin(kx-omegat) .The velocity of the wave is given by

The equation of a wave travelling along the positive x-axis, as shown in figure at t=0 is given by

A transverse wave travelling along the positive x-axis, given by y=A sin (kx - omega t) is superposed with another wave travelling along the negative x-axis given by y=A sin (kx + omega t) . The point x=0 is

A transverse wave travelling along the positive x-axis, given by y=A sin (kx - omega t) is superposed with another wave travelling along the negative x-axis given by y=A sin (kx + omega t) . The point x=0 is