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When the temperature of an ideal gas is increased by 600 K, the velocity of sound in the gas becomes $\sqrt{3}$ times the initial velocity in it. The initial temperature of the gas is

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−73oC

27oC

127oC

327oC

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detailed solution

Correct option is B

By using v=γRTM⇒v∝Tv2v1=T2T1=T+600T=3⇒T=300 K =27oC

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When the temperature of an ideal gas is increased by 600 K, the velocity of sound in the gas becomes 3 times the initial velocity in it. The initial temperature of the gas is

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When the temperature of an ideal gas is increased by 600 K, the velocity of sound in the gas becomes $\sqrt{3}$ times the initial velocity in it. The initial temperature of the gas is