The equation`y = 0.15 sin 5x cos 300t` represents a stationary wave. The wavelength of this stationary wave will be -

The equation y=0.15 sin 5 x cos 3000 t , describes a stationary wave. The wavelength of the stationary wave is

y=6sin""(pix)/(6)cos8pit represents a stationary wave. The frequency of the stationary wave in cycles/s is

y=6sin""(pix)/(6)cos8pit represents a stationary wave. The frequency of the stationary wave in cycles/s is

The equation y=4cos ((2pix)/50) sin (200 pi t) represents a stationary wave, where x and y are in cm and t in s. Then a node occurs at a distance of origin

Two simple harmonic progressive waves is represented by y_1=0.01 sin 2pi ((t)/(0.01)-(x)/(0.4)) and y_2=0.01 sin 2pi ((t)/(0.01)+(x)/(0.4)) , where all quantities are expressed in SI units. The waves combine to form a stationary wave, the equation of the stationary wave is

The equation y=4cos ((2pix)/(50))sin(100pit) represents a stationary wave, where x and y are in cm, and 't' is in s. Then a node occurs at a distance of origin

A wave is represented by the equation y = a sin (kx - omega t) is superposed with another wave to form a stationary wave such that the point x= 0 is a node. Then the equation of the other wave is

A wave represented by the equation y = A cos (ks - omega t) superposes on another wave to produce a stationary wave with a node at s = 0 . What is the equation of this second wave ?