The pressure variation that correspond to pain threshold (i.e., the ear can tolerate in loud sound) is about 30 Pa. velocity of sound in water is `sqrt(2)xx10^3m//s`. The intensity of sound wave produced in water corresponding to loud sound is

the maximum pressure variation that the human ear can tolerate in loud sound is about 30 N //m^(2) . The corresponding maximum displacement for a sound wave ina air having a frequency of 10^(3) Hz is take velocity of sound in air as 300 m/s and density of air 1.5 kg // m ^(3)

the maximum pressure variation that the human ear can tolerate in loud sound is about 30 N //m^(2) . The corresponding maximum displacement for a sound wave ina air having a frequency of 10^(3) Hz is take velocity of sound in air as 300 m/s and density of air 1.5 kg // m ^(3)

How is loudness of sound related to the intensity of wave producing it?

Two sound waves of wavelength 1 m and 1.01 m in a gas produce 10 beats in 3 s. The velocity of sound in the gas is

Two sound waves of wavelength 1 m and 1.01 m in a gas produce 10 beats in 3 s. The velocity of sound in the gas is

Two sound waves of equal intensity I generates beats. The maximum intensity of sound produced in beats will be I 4I 2I I/2

Two sound waves of wavelengths 5 m and 6 m formed 30 beats in 3 seconds. The velocity of sound is