The pressure at a point varies from `99980 Pa` to `100020 Pa` due to simple harmonic sound wave. The amplitude and wavelength of the wave are `5 xx 10^(-6) m` and `40 cm` respectively. Find the bulk modulus of air

(a) A longitudinal wave propagating in a water-filled pipe has intensity 3.00xx10^(-6) W//m ^(2) and frequency 3400 H_(Z) . Find the amplitude A and wavelength lambda of the wave . Water has density 1000 kg//m ^(3) and bulk modulus 2.18xx10^(9) Pa . (b) If the pipe is filled with air at pressure 1.00 xx10^(5) Pa and density 1.20 kg//m^(3) , What will be the amplitude A and wavelength lambda of a longitudinal wave the same intensity and frequency as in part (a) ? (c ) In which fluid is the amplitude larger, water or air? What is the ratio of the two amplitude ? Why is this ratio so different from/ Conider air as diatomic.

(a) A longitudinal wave propagating in a water-filled pipe has intensity 3.00xx10^(-6) W//m ^(2) and frequency 3400 H_(Z) . Find the amplitude A and wavelength lambda of the wave . Water has density 1000 kg//m ^(3) and bulk modulus 2.18xx10^(9) Pa . (b) If the pipe is filled with air at pressure 1.00 xx10^(5) Pa and density 1.20 kg//m^(3) , What will be the amplitude A and wavelength lambda of a longitudinal wave the same intensity and frequency as in part (a) ? (c ) In which fluid is the amplitude larger, water or air? What is the ratio of the two amplitude ? Why is this ratio so different from/ Conider air as diatomic.

Two sound waves of wavelengths 40 cm and 40.5 cm produce 10 beats per second. What will be the speed of sound in air ?

The equation of simple harmonic progressive wave, having amplitude 5 xx 10^(-2)m , wavelength 30 cm, speed 50 m/s and travelling along the positive direction of the x-axis is given by

A metal cube of side 1m is subjected to a uniform force acting normally on the whole surface of the cube. If the volume changes by 1.5 xx 10^(-5) m^(3) and if the pressure is 10^(6) Pa , find the bulk modulus of the metal.

A sound wave of wavel ength 40 cm travels in air. If the difference between the maximum and minimum pressure at a given point is 4 . 0 xx 10^(-3) N//m^(2) , find the amplitude of vibration of the particles of the medium P_("max") - P_("min") = (P + p_(o)) = 2p_(o) . The bulk modulus of air is 1.4 xx 10^(3) N//m^(2)

Sound waves travel from air to water. The velocity of the sound waves in air is 332 ms^(-1) and wavelength is 2m. If the wavelength of the sound waves in water is 850 cm, find its velocity in water