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In a monatomic gas, total degrees of freedom are due to

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Important Questions on Kinetic Theory of Gases and Radiations

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IMPORTANT
MHT-CET TRIUMPH Physics Multiple Choice Questions Part - 2 Based on Std. XI & XII Syllabus of MHT-CET>Chapter 3 - Kinetic Theory of Gases and Radiations>Classical Thinking>Q 61
The number of degrees of freedom of molecules of argon gas is
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MHT-CET TRIUMPH Physics Multiple Choice Questions Part - 2 Based on Std. XI & XII Syllabus of MHT-CET>Chapter 3 - Kinetic Theory of Gases and Radiations>Classical Thinking>Q 62
Degrees of freedom of a mono-atomic gas due to its rotational motion will be
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MHT-CET TRIUMPH Physics Multiple Choice Questions Part - 2 Based on Std. XI & XII Syllabus of MHT-CET>Chapter 3 - Kinetic Theory of Gases and Radiations>Classical Thinking>Q 63
Total degrees of freedom of one molecule of a diatomic gas at normal temperature is
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MHT-CET TRIUMPH Physics Multiple Choice Questions Part - 2 Based on Std. XI & XII Syllabus of MHT-CET>Chapter 3 - Kinetic Theory of Gases and Radiations>Classical Thinking>Q 64
The degrees of freedom of a triatomic gas is
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IMPORTANT
MHT-CET TRIUMPH Physics Multiple Choice Questions Part - 2 Based on Std. XI & XII Syllabus of MHT-CET>Chapter 3 - Kinetic Theory of Gases and Radiations>Classical Thinking>Q 65
A cylinder rolls without slipping down an inclined plane, the number of degrees of freedom it has is
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MHT-CET TRIUMPH Physics Multiple Choice Questions Part - 2 Based on Std. XI & XII Syllabus of MHT-CET>Chapter 3 - Kinetic Theory of Gases and Radiations>Classical Thinking>Q 66
Degrees of freedom of hydrogen and ozone gases will be respectively
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MHT-CET TRIUMPH Physics Multiple Choice Questions Part - 2 Based on Std. XI & XII Syllabus of MHT-CET>Chapter 3 - Kinetic Theory of Gases and Radiations>Classical Thinking>Q 67
A polyatomic gas with n degrees of freedom has a mean energy per molecule given by (N is Avogadro's number)
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MHT-CET TRIUMPH Physics Multiple Choice Questions Part - 2 Based on Std. XI & XII Syllabus of MHT-CET>Chapter 3 - Kinetic Theory of Gases and Radiations>Classical Thinking>Q 68
Ratio of molecular specific heats of a diatomic gas will be