A simple harmonic wave of amplitude "2mm" is travelling along positive x-axis.At a given instant, displacement for two different particles on the wave is 1mm and `sqrt(2)`mm along positive Y direction.If wave length of wave is 48mm then find minimum separation between positions of the particles (in mm)

A simple harmonic wave of amplitude 8 units travels along positive x-axis. At any given instant of time, for a particle at a distance of 10 cm from the origin, the displacement is + 6 units , and for a particle at a distance of 25 cm from the origin, the displacement is + 4 units. Calculate the wavelength.

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

A simple harmonic wave train of amplitude 1 cm and frequency 100 vibration is travelling along positive x-direction with a velocity ov 15ms^(-1) . Calculate displacement y , the particle velocity and particle acceleration at x=180cm from the origin at t=5 s.

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 ?

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

A transverse harmonic wave of amplitude 4 mm and wavelength 1.5 m is travelling in positive x direction on a stretched string. At an instant, the particle at x = 1.0 m is at y = + 2 mm and is travelling in positive y direction. Find the co- ordinate of the nearest particle (x gt 1.0 m) which is at its positive extreme at this instant.

Two waves of amplitude 5 mm and 7 mm reach a point in opposite phase. What is the resultant amplitude ?

Sound wave is travellimg along positive x -direction . Displacement (y) of particles from their mean position at position x is a shown in figure . Choose the correct alternative(s).

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