The displacements of two sinusoidal waves propagating through a string are given by the following equations.

The displacement of two sinusoidal waves propagating through a string are given by the following equation y_1 = 4 sin (20 x - 30 t) , y_2 = 4 sin (25 x - 40 t) .where x and y are in centimeter and t in second Calculate the phase difference between these two waves at the points x = 5 cm and t = 2 s .

The displacement of two sinusoidal waves propagating through a string are given by the following equation y_1 = 4 sin (20 x - 30 t) , y_2 = 4 sin (25 x - 40 t) .where x and y are in centimeter and t in second When these two waves interfere , what are the maximum and minimum values of the intensity ?

The transverse waves can propagate through

Sound wave propagation is NOT possible through _

Write the expression for displacement for a sinusoidal wave travelling in negative x - direction.

Write the expression for displacement for a sinusoidal wave travelling in positive x-direction.

Two roots of quadratic equations are given, frame the equation. 0 and 7

Velocity of transverse wave travelling through a string having tension 25 N and linear density 1 kg/m is