Calculate the bulk modulus of air from the following data about a sound wave of wavelength 35 cm travelling in air. The pressure at a point varies between `(1.0 x 10^5+-14)` Pa and the particles of the air vibrate in simple harmonic motion of amplitude` 5.5 x 10^-6m.

Calculate the bulk modulus of air from the following data about a sound wave of wavelength 35 cm travelling in air. The pressure at a point varies between (1.0 xx 10^5+-14) Pa and the particles of the air vibrate in simple harmonic motion of amplitude 5.5 xx 10^-6m .

Calculate the bulk modulus of air from the following data about a sound wave of wavelength 35 cm travelling in air. The pressure at a point varies between (1.0 xx 10^5+-14) Pa and the particles of the air vibrate in simple harmonic motion of amplitude 5.5 xx 10^-6m .

Calculate the bulk modulus of air from the following data about a sound wave of wavelength 35 cm travelling in air. The pressure at a point varies between (1.0xx 10^5+-14) Pa and the particles of the air vibrate in simple harmonic motion of amplitude 5.5 x 10^-5m.

A sound wave of wavelength 40 cm travels in air. If the difference between the maximum and minimum pressures at a given point is 1.0xx10^-3Nm^-2 , find the amplitude of vibration of the particle o the medium. The bulk modulus of air is 1.4xx10^5Nm^-2 .

A sound wave of wavelength 40 cm travels in air. If the difference between the maximum and minimum pressures at a given point is 1.0xx10^-3Nm^-2 , find the amplitude of vibration of the particle o the medium. The bulk modulus of air is 1.4xx10^5Nm^-2 .

A sound wave of wavelength 40 cm travels in air. If the difference between the maximum and minimum pressures at a given point is 1.0xx10^-3Nm^-2 , find the amplitude of vibration of the particle o the medium. The bulk modulus of air is 1.4xx10^5Nm^-2 .

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 ?

Compute the bulk modulus of water from the following data : Initial volume 100.0 litre, final volume = 100.5 litre ( 1 atm = 1.0 13 xx 10^(5) Pa ). Change in pressure 100 atm. Compare the bulk modulus of water with that of air ( at constant temperature ). Explain in simple terms why is the ratio so large.

A sound of wavelength 40 cm travels in air. If the difference between the maximum and minimum pressures at a given point is 2.0 xx 10^(-3)N//m^(2) , find the amplitude of vibration of the particles of the medium, The bulk modulus of air is 1.4 xx 10^(5)N//m^(2) .