MEDIUM
Earn 100

If the temperature of is one fourth that of , then what will be the ratio of rms speed of and ?
(a)
(b)
(c)
(d)

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Important Questions on States of Matter: Gases and Liquids
HARD
If the distribution of molecular speeds of a gas is as per the figure shown below, then the ratio of the most probable, the average, and the root mean square speeds, respectively, is

MEDIUM
Points and in the following plot respectively correspond to ( most probable velocity)


MEDIUM
Identify the correct labels of and in the following graph from the options given below:

Root mean square speed most proable speed Average speed

MEDIUM
The kinetic energy in of mole of at is:

EASY
At room temperature, the average speed of Helium is higher than that of Oxygen by a factor of:

EASY
Predict the correct order of rate of diffusion of the following molecules.

EASY
The number density of molecules of a gas depends on their distance r from the origin as, Then the numer of molecules is proportional to:

EASY
The quantity corresponds to

MEDIUM
The temperature at which oxygen molecules have the same root mean square speed as helium atoms have at 300 K is : (Atomic masses : He = 4 u, O = 16 u)

EASY
Initially, the root-mean-square (RMS) velocity of molecules at certain temperature is . If this temperature is doubled and all the nitrogen molecules dissociate into nitrogen atoms, then the new RMS velocity will be:

MEDIUM
What is the kinetic energy (in ) of the nitrogen molecule at ?

MEDIUM
Which of the following is not an assumption of the kinetic theory of gases?

MEDIUM
At what temperature in, the most probable velocity of ozone gas is equal to RMS velocity of oxygen gas at

EASY
The internal energy of one mole of an ideal gas is given by the expression:

MEDIUM
If the kinetic energy and speed of a gas at a certain temperature are and , respectively. The molecular weight of the gas is

MEDIUM
Among the following, the plot that shows the correct marking of most probable velocity average velocity and root mean square velocity is :

EASY
If the r.m.s. speed of a gaseous molecule is at a pressure , then what will be the r.m.s. speed at a pressure and constant temperature ?

MEDIUM
Which of the following statement(s) (are) correct regarding the root-mean-square speed and average translational kinetic energy of a molecule in a gas at equilibrium?

EASY
The ratio of root-mean-square velocity of hydrogen at to that of nitrogen at is closest to

EASY
For gaseous state, if most probable speed is denoted by , average speed by and root mean square speed by , then for many molecules, what is the ratios of these speeds?

