The plane wave represented by an eqution of the form y = f(x-vt) implies the propagation along the positive x-axis without chang of shape with constant velocity v. Then

A plane progressive wave propagating along positive x-axis is

A plane progressive wave propagating along positive x-axis is

A wave is represented by the equation y=0.5 sin (10 t-x)m . It is a travelling wave propagating along the + x direction with velocity

A wave is represented by the equation y=0.5 sin (10 t-x)m . It is a travelling wave propagating along the + x direction with velocity

A wavefront is represented by the plane y = 3 - x . The propagation of wave takes place at

A wavefront is represented by the plane y = 3 - x . The propagation of wave takes place at

A wave is represented by the equation : y=a sin (0.01x-2t) where a and x are in cm . velocity of propagation of wave is

A simple harmonic progressive wave of frequency 100 Hz is travelling along the positive direction of the X axis. What is the propagation constant, if the velocity of the wave is 500 m/s ?

A wave front is represented by the plane y=5-x Find the direction of propagation of wave.

A wave front is represented by the plane y=5-x Find the direction of propagation of wave.