The root mean square speed of a group of gas moecules, having speeds `v_(1),v_(2),....v_(N)` is

The atmosphere on a planet is possible only if [ where v_(rms) is root mean square speed of gas molecules on planet and v_(e) is escape speed on its surface ]

The atmosphere on a planet is possible only if [ where v_(rms) is root mean square speed of gas molecules on planet and v_(e) is escape speed on its surface ]

Define root mean square speed (v_(rms)) . Write down its equations.

The speed of sound in a gas is v and the root mean square speed of gas molecules is v_(rms) . If the ratio of the specific heats of the gas is 1.5 then the ratio v//v_(rms) is

The root mean square speed of the molecule at constant pressure at temperature T is v, what is its root mean square speed, if temperature is reduced to (T)/(2) .

The root mean square speed of the molecule at constant pressure at temperature T is v, what is its root mean square speed, if temperature is reduced to (T)/(2) .

The root mean square speed of the molecule at constant pressure at temperature T is v, what is its rms speed, if temperature is reduced to (T)/(2)?

The root mean square speed of the molecule at constant pressure at temperature T is v, what is its rms speed, if temperature is reduced to (T)/(2)?