Derive an expression of wave velocity in terms of frequency and wavelength of the wave.

Obtain a relation between speed, frequency and wavelength of a wave.

A sound wave travels from kerosene to glass. What changes occur in the velocity, frequency and wavelength of the sound wave ? Explain

Velocity of sound is given by the expression, v= f xx lambda Where, v= velocity of the wave, f = frequency, lambda = wavelength Using the above information answer the following questions A wave travels at a speed of 330 m//s . If the wavelength is 2.2cm, what will be the frequency of the wave?

Velocity of sound is given by the expression, v= f xx lambda Where, v= velocity of the wave, f = frequency, lambda = wavelength Using the above information answer the following questions Calculate the wavelength of radio waves of frequency 10^(9) Hz. The speed of radio waves is 3 xx 10^(8)m//s

Velocity of sound is given by the expression, v= f xx lambda Where, v= velocity of the wave, f = frequency, lambda = wavelength Using the above information answer the following questions The velocity of sound in air is 344 m//"sec" . What is the wavelength of a sound wave of frequency 32Hz?

Velocity of sound is given by the expression, v= f xx lambda Where, v= velocity of the wave, f = frequency, lambda = wavelength Using the above information answer the following questions The wavelength of the wave generated by a tuning fork of frequency 256 Hz. velocity of sound in air at ordinary conditions is 340 m//s is

What will be the wave velocity, if the radar gives 54 waves per min and wavelength of the given wave is 10 m

Velocity of sound is given by the expression, v= f xx lambda Where, v= velocity of the wave, f = frequency, lambda = wavelength Using the above information answer the following questions A tuning fork produces 256 waves in 2 seconds. The frequency of the tuning fork is

The equation of a progressive wave is y = A sin (omega t - (2pi x)/(lamda)) . In terms of frequency and velocity of the wave, this equation is written as: