If v stands for velocity of sound, E is elasticity and d the density, then find x in the equation `v=((d)/(E))^(x)`

If v_(m) is the velocity of sound in moist air and v_(d) is the velocity of sound in dry air then

If v_(m) is the velocity of sound in moist air and v_(d) is the velocity of sound in dry air then

Given that the velocity of sound in a medium depends on the modulus of elasticity and the density of the medium, find an expression for velocity of sound by dimensional analysis.

If v_(m) is the velocity of sound in moist air, v_(d) is the velocity of sound in dry air, under identical conditions of pressure and temperature

If v_(m) is the velocity of sound in moist air, v_(d) is the velocity of sound in dry air, under identical conditions of pressure and temperature