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Consider an ideal gas in a closed container at The container is then heated so that the average velocity of particles of the gas increases by a factor of What would be the final temperature?
(a)
(b)
(c)
(d)

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Important Questions on Kinetic Theory of Gases
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Two vessels separately contain two ideal gases and at the same temperature. The pressure of gas is three times the pressure of gas . Under these conditions, the density of gas is found to be two times the density of . The ratio of molecular weights of gas and i.e. is

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One mole of ideal gas goes through a process constant, where and are pressure and volume respectively. Let be the work done by the gas as its temperature is increased by . The value of is ( is the universal gas constant)

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An ideal gas is placed in a tank at . The pressure is initially . One fourth of the gas is then released from the tank and thermal equilibrium is established. What will be the pressure if the temperature is ?

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Two non-reactive monoatomic ideal gases have their atomic masses in the ratio The ratio of their partial pressures when enclosed in a vessel kept at a constant temperature is The ratio of their densities is

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The mean free path for a gas at temperature and pressure torr is The mean free path of the gas at a temperature and pressure torr will be

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As per kinetic theory of gases which of the following statements is / are true?
a) Temperature of a gas is a measure of average kinetic energy of a molecule
b) Temperature of a gas depends on the nature of the gas
c) Heavier molecule has lower average speed
d) Lighter molecule has lower average speed

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Consider an ideal gas in a closed container at The container is then heated so that the average velocity of particles of the gas increases by a factor of What would be the final temperature?
