Due to a point isotropic sonic source, loudness at a point is `L=60dB` If density of air is `rho=((15)/(11))(kg)/(m^3)` and velocity of sound in air is `v=33(m)/(s)`, the pressure oscillation amplitude at the point of observation is `[I_0=10^-12(W)/(m^2)`]

Due to point isotropic sound source, the intensity at a point is observed as 40 dB. The density of air is rho=((15)/(11))(kg)/(m^3) and velocity of sound in air is 330(m)/(s) . Based on this information answer the following questions. Q. The ratio of displacement amplitude of wave at observation point to wavelength of sound waves is

Due to point isotropic sound source, theintensity at a point is observed as 40 dB. The density of air is rho=((15)/(11))(kg)/(m^3) and velocity of sound in air is 330(m)/(s) . Based on this information answer the following questions. Q. The pressure amplitude at the observation point is

How many degress of freedom have the gas molecules, if under standard conditions the gas density is rho = 1.3 kg//m^3 and velocity of sound propagation o it is v = 330m//s ?

The faintest sound the human ear can detect at a frequency of kHz (for which ear is most sensitive) corresponds to an intensity of about 10^(-12)w//m^(2) . Assuming the density of air cong1.5kg//m^(3) and velocity of sound in air cong300m//s , the pressure amplitude and displacement amplitude of the sound will be rspectively ____ N//m^(2) and ____ m .

Plane harmonic waves of frequency 500 Hz are produced in air with displacement amplitude of 10mum . Given that density of air is 1.29(kg)/(m^3) and speed of sound in air is 340(m)/(s) . Then

A point A is located at a distance r = 1.5 m from a point source of sound of frequency 600 H_(Z) . The power of the source is 0.8 W . Speed of sound in air is 340 m//s and density of air is 1.29 kg//m^(3) . Find at the point A , (a) the pressure oscillation amplitude (Deltap)_(m) (b) the displacement oscillation amplitude A .

What is the maximum possible sound level in dB of sound waves in air? Given that density of air is 1.3(kg)/(m^3) , v=332(m)/(s) and atmospheric pressure P=1.01xx10^5(N)/(m^2) .

Loudness of sound from an isotropic point source at a distace of 70cm is 20dB . What is the distance (in m) at which it is not heard.

The difference in the speeds of sound in air at -5^@C , 60 cm pressure of mercury and 30^@C , 75 cm pressure of mercury is (velocity of sound in air at 0^@C is 332(m)/(s) )

An oil drop falls through air with a terminal velocity of (5xx10^(-4))/(sec) viscosity of air is 1.8xx10^(-5)(N-s)/(m^(2)) and density of oil is 900 kg m^(3) neglect density of air as compared to that of oil.