A gaseous mixture contains 4 molecules with a velocity of 6 cm `sec^(-1)`,5 molecules with a velocity of 2 cm `sec^(-1)` and 10 molecules with a velocity of 3 cm `sec^(-1)`. What is the rms speed of the gas:

A gaseous mixture contains 4 molecules with a velocity of 6 cm sec^(-1) , 5 molecules with a velocity of 2 cm sec^(-1) and 10 molecules with a velocity of 3 cm sec^(-1) . What is the RMS velocity of the gas :

A gas consists of 5 molecules with a velocity of 5ms^(-1) , 10 molecules with a veclocity of 3ms^(-1) and 6 molecules with a velocity of 6ms^(-1) . The ratio of average velocity and rms velocity of the molecles is 9.5xx10^(-x) Where x is……….

A gas consists of 4 molecules with a velocity of 5ms^(-1),10 molecules with a velocity of 3ms^(-1) and 6 molecules with a velocity of 6ms^(-1) . Calculate their average velocity, root mean square velocity and most probable velocity.

Velocity of light ____cm/sec.

At T(K), a hypothetical gas consisting of 100 molecules has the following distribution of velocities. (N = Number of molecules, V = velocity in cm s^(-1) ). The most probbable velocity (in cm s^(-1) ) for this gas is

If a gas contains only three molecules that move with velocities of 100,200, 500 ms^(-1) . What is the rms velocity of that gas in ms^(-1) ?

The most probable velocity of the molecules of a gas is 1 km/sec. The R.M.S velocity of the molecules is

The most probable velocity of the molecules of a gas is 1 km/sec. The R.M.S velocity of the molecules is