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Upasana Sodhani
Asked: 2022-11-08T21:31:54+05:30 In:

These question consists of two statements each, printed as Statement-I and Statement-II . While answering
these Question you are required to choose any one of the following four responses.
Statement -I : Due to adiabatic expansion , temperature of an ideal gas always decreases.
Statment -II : For an adiabatic expansion `DeltaU =W`.
A. If both Statement -I & Statement are True & the Statement-II is a correct explanation of the Statement -I
B. If both Statement -I & Statement are True & the Statement-II is not a correct explanation of the Statement -I
C. If Statement-I is True but the Statement-II is False.
D. If Statement-I is True but the Statement-II is True .

These question consists of two statements each, printed as Statement-I and Statement-II . While answering
these Question you are required to choose any one of the following four responses.
Statement -I : Due to adiabatic expansion , temperature of an ideal gas always decreases.
Statment -II : For an adiabatic expansion `DeltaU =W`.
A. If both Statement -I & Statement are True & the Statement-II is a correct explanation of the Statement -I
B. If both Statement -I & Statement are True & the Statement-II is not a correct explanation of the Statement -I
C. If Statement-I is True but the Statement-II is False.
D. If Statement-I is True but the Statement-II is True .
Parabola
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  1. Correct Answer – D

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Bahadur Dev Bhalla
Asked: 2022-11-08T19:15:04+05:30 In:

These question consists of two statements each, printed as Statement-I and Statement-II . While answering
these Question you are required to choose any one of the following four responses.
Statement-I : There is no change in enthalpy of an ideal gas during compression at constant temperature .
Statement -II : Enthalpy of an ideal gas is a function of temperature and pressure.
A. If both Statement -I & Statement are True & the Statement-II is a correct explanation of the Statement -I
B. If both Statement -I & Statement are True & the Statement-II is not a correct explanation of the Statement -I
C. If Statement-I is True but the Statement-II is False.
D. If Statement-I is True but the Statement-II is True .

These question consists of two statements each, printed as Statement-I and Statement-II . While answering
these Question you are required to choose any one of the following four responses.
Statement-I : There is no change in enthalpy of an ideal gas during compression at constant temperature .
Statement -II : Enthalpy of an ideal gas is a function of temperature and pressure.
A. If both Statement -I & Statement are True & the Statement-II is a correct explanation of the Statement -I
B. If both Statement -I & Statement are True & the Statement-II is not a correct explanation of the Statement -I
C. If Statement-I is True but the Statement-II is False.
D. If Statement-I is True but the Statement-II is True .
Parabola
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  1. Correct Answer – C

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Radha Mehta
Asked: 2022-11-05T15:42:54+05:30 In:

These question consists of two statements each, printed as Statement-I and Statement-II . While answering
these Question you are required to choose any one of the following four responses.
Statement -I : Due to adiabatic expansion , temperature of an ideal gas always decreases.
Statment -II : For an adiabatic expansion `DeltaU =W`.
A. If both Statement -I & Statement are True & the Statement-II is a correct explanation of the Statement -I
B. If both Statement -I & Statement are True & the Statement-II is not a correct explanation of the Statement -I
C. If Statement-I is True but the Statement-II is False.
D. If Statement-I is True but the Statement-II is True .

These question consists of two statements each, printed as Statement-I and Statement-II . While answering
these Question you are required to choose any one of the following four responses.
Statement -I : Due to adiabatic expansion , temperature of an ideal gas always decreases.
Statment -II : For an adiabatic expansion `DeltaU =W`.
A. If both Statement -I & Statement are True & the Statement-II is a correct explanation of the Statement -I
B. If both Statement -I & Statement are True & the Statement-II is not a correct explanation of the Statement -I
C. If Statement-I is True but the Statement-II is False.
D. If Statement-I is True but the Statement-II is True .
Parabola
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1 Answer

  1. Correct Answer – D

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