Use the formula `v = sqrt(( gamma p )/(rho ))` to explain why the speed of sound in air increases with temperature.

The speed of longitudinal waves 'v' in a given medium of density p is given by the formula v=sqrt(lambda P/rho) Use this formula to explain why the speed of sound in air increases with temperature.

Use the formula v=sqrt((gamma P)/(rho)) to explain why the speed of sound in air (a) is independent of pressure, (b) increases with temperature, (c) increases with humidity.

By how much does the speed of sound increase with rise of temperature ?

How does the speed v of sound in air depend on the atmospheric pressure P?

Every 1^(@)F rise in temperature, the speed of sound increases by

Statement 1: A tuning fork of constant frequency sends sound waves in air. If temperature of the air increases, then the wavelength of sound wave in air decreases. Statement 2: Speed of sound in air increases with increases in temperature of air

Every ^(@)C rise in temperature, the speed of sound increases by