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Consider an ideal gas in a closed container at 300 K. The container is then heated so that the average velocity of particles of the gas increases by a factor of 4.  What would be the final temperature?

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Important Questions on Kinetic Theory of Gases

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Two vessels separately contain two ideal gases A and B at the same temperature. The pressure of gas A is three times the pressure of gas B. Under these conditions, the density of gas A is found to be two times the density of B. The ratio of molecular weights of gas A and B i.e. MAMB is
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One mole of ideal gas goes through a process PV3= constant, where P and V are pressure and volume respectively. Let W be the work done by the gas as its temperature is increased by ΔT. The value of W is (R is the universal gas constant)
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An ideal gas is placed in a tank at 27 °C. The pressure is initially 600 kPa. 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 327 °C?
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Two non-reactive monoatomic ideal gases have their atomic masses in the ratio 3 : 4. The ratio of their partial pressures when enclosed in a vessel kept at a constant temperature is 2 : 3. The ratio of their densities is
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The mean free path for a gas at temperature 300 K and pressure 600 torr is 10-7 m. The mean free path of the gas at a temperature 400 K and pressure 200 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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IMPORTANT
Consider an ideal gas in a closed container at 300 K. The container is then heated so that the average velocity of particles of the gas increases by a factor of 4.  What would be the final temperature?