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^-5m.

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 .

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, pressure increase = 100.0 atmosphere. Final volume - 100.5 litre . (1 atmosphere = 1.013 xx 10^(5) Pa) . Compare the bulk modulus of water that of air (at constant temperature). explain in simple terms why the ratio is so large.

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.