If the absolute temperature of a sample of gas in a fixed volume container is quadrupled, then the root mean square speed in the initial state `u_(i)` and that in the final stage `u_(f)` be related as .

The absolute temperature of a gas is increased to four times . What will be the change in its root mean square speed.

The absolute temperature of the gas is increased 3 times. What will be the increases in root mean square velocity of the gas molecules?

The absolute temperature of the gas is increased 3 times. What will be the increases in root mean square velocity of the gas molecules?

The absolute temperature of a gas is increased to 3 times. What will be the increase in root mean square velocity of the gas molecule.

Kinetic theory of gases is a generalization offered by Maxwell. Boltzmann, Clausius, etc. to explain the behaviour of ideal gases. This theory assumes that ideal gas molecules neither attract nor repel each other. Average kinetic energy of gas molecules is directly proportional to the absolute temperature. A gas equation called kinetic gas equation was derived on the basis of kinetic theory PV = (1)/(3) mv^(2) If the absolute temperature of a gas in a fixed volume is quadrupled, then the velocity in intial and final states would be related as :

Explain root mean square speed (C or U_(rms))

What is the relation between average speed and root mean square speed for a gas ?

What is the relation between average speed and root mean square speed for a gas ?

The root mean square speed of the molecules of an enclosed gas is 'v'. What will be the root mean square speed if the pressure is doubled, the temperature remaining the same?