Gas at a pressure is contained in a vessel. If the masses of all the molecules are halved and their speeds are doubled, the resulting pressure will be equal to
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and .
When a gas is in thermal equilibrium, its molecules
have the same average kinetic energy of molecules
have different energies which remain constant
have a certain constant energy
do not collide with one another
If gas molecules each of mass collide with a surface (perpendicular to it) elastically per second over an area with a speed , the pressure exerted by the gas molecules will be of the order of
(None) Rate of change of momentum during collision
so pressure
In a mixture of gases at a fixed temperature
heavier molecule has higher average speed
lighter molecule has lower average speed
heavier molecule has lower average speed
None of these
Lighter the molecule, higher the average speed.
The average kinetic energy per molecule of any ideal gas is always equal to
In equilibrium, the average kinetic energy of molecules of different gases will be equal. That is
The average kinetic energy of gas molecules depends upon which of the following factor?
Nature of the gas
Volume of the gas
Temperature of the gas
Both (b) & (c)
Average kinetic energy of gas molecues depends on the temperature of the gas as
Let denote the rms speed of the molecules in an ideal diatomic gas at absolute temperature .
The mass of a molecule is ' ' neglecting vibrational energy terms, the false statement is
a molecule can have a speed greater than
is proportional to
the average rotational K.E. of a molecule is
the average K.E. of a molecule is
The temperature of a gas is a measure of
the average kinetic energy of the gaseous molecules
the average potential energy of the gaseous molecules
the average distance between the molecules of the gas
the size of the molecules of the gas
In the isothermal expansion of of gas from volume to the work done by the gas is . What is the root mean square speed of the molecules of the gas at that temperature?
The speed of sound in oxygen at a certain temperature is . The speed of sound in helium at the same temperature will be (assume both gases to be ideal)
The speed of sound in a gas is given by
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