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The value of ( PVm )P→0 of a real gas is independent of the nature of gas because 
  • a)
    As P → 0 , there is no molecular attractions and volume occupied by one molecule is negligible in compression to the total volume of gas.  
  • b)
    As P → 0 , there is molecular attractions and volume occupied by one molecule is negligible in compression to the total volume of gas.  
  • c)
    As P → 0 , there is no molecular attractions and volume occupied by one molecule can not be negligible in compression to the total volume of gas.  
  • d)
    As P → 0 , gaseous molecule are free to move all the possible directions and volume occupied by one molecule is not negligible in compression to the total volume of gas 
Correct answer is option 'A'. Can you explain this answer?
Verified Answer
The value of ( PVm )P0 of a real gas is independent of the nature of g...
At very low pressure the molar volume of gas is very high therefore; Vm >>>b , and molecular attraction are also negligible. Thus gas behaves as an ideal gas.  
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The value of ( PVm )P0 of a real gas is independent of the nature of g...
Explanation:

The value of (PVm)P0 of a real gas is independent of the nature of gas because of the following reasons:

1. Negligible molecular attractions:
- As the pressure (P) approaches zero (P→0), the molecular attractions between the gas molecules become negligible.
- At low pressures, the intermolecular forces of attraction, such as van der Waals forces, dipole-dipole forces, and hydrogen bonding, become insignificant.
- Therefore, the gas behaves ideally, and the volume occupied by one molecule becomes negligible compared to the total volume of the gas.

2. Volume occupied by one molecule:
- At low pressures, the gas molecules are far apart from each other, and the volume occupied by one molecule becomes negligible compared to the total volume of the gas.
- This is known as the ideal gas behavior, where the volume of the gas molecules themselves does not significantly contribute to the total volume of the gas.
- The gas molecules can be considered as point masses, and their individual volumes can be ignored.

3. Independence of the nature of gas:
- The nature of the gas, i.e., the type of gas molecules present, does not affect the value of (PVm)P0.
- This is because at low pressures, the gas molecules behave ideally, regardless of their individual chemical properties.
- The ideal gas law, which relates pressure (P), volume (V), and temperature (T), is applicable to all gases under low pressure conditions.
- Therefore, the value of (PVm)P0 is independent of the nature of gas and is solely determined by the pressure and temperature.

In conclusion, the value of (PVm)P0 of a real gas is independent of the nature of the gas because, at low pressures, the molecular attractions become negligible and the volume occupied by one molecule becomes negligible compared to the total volume of the gas. This ideal gas behavior is applicable to all gases, regardless of their individual chemical properties.
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The value of ( PVm )P0 of a real gas is independent of the nature of gas becausea)As P 0 , there is no molecular attractions and volume occupied by one molecule is negligible in compression to the total volume of gas. b)As P 0 , there is molecular attractions and volume occupied by one molecule is negligible in compression to the total volume of gas. c)As P 0 , there is no molecular attractions and volume occupied by one molecule can not be negligible in compression to the total volume of gas. d)As P 0 , gaseous molecule are free to move all the possible directions and volume occupied by one molecule is not negligible in compression to the total volume of gasCorrect answer is option 'A'. Can you explain this answer?
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The value of ( PVm )P0 of a real gas is independent of the nature of gas becausea)As P 0 , there is no molecular attractions and volume occupied by one molecule is negligible in compression to the total volume of gas. b)As P 0 , there is molecular attractions and volume occupied by one molecule is negligible in compression to the total volume of gas. c)As P 0 , there is no molecular attractions and volume occupied by one molecule can not be negligible in compression to the total volume of gas. d)As P 0 , gaseous molecule are free to move all the possible directions and volume occupied by one molecule is not negligible in compression to the total volume of gasCorrect answer is option 'A'. Can you explain this answer? for JEE 2024 is part of JEE preparation. The Question and answers have been prepared according to the JEE exam syllabus. Information about The value of ( PVm )P0 of a real gas is independent of the nature of gas becausea)As P 0 , there is no molecular attractions and volume occupied by one molecule is negligible in compression to the total volume of gas. b)As P 0 , there is molecular attractions and volume occupied by one molecule is negligible in compression to the total volume of gas. c)As P 0 , there is no molecular attractions and volume occupied by one molecule can not be negligible in compression to the total volume of gas. d)As P 0 , gaseous molecule are free to move all the possible directions and volume occupied by one molecule is not negligible in compression to the total volume of gasCorrect answer is option 'A'. Can you explain this answer? covers all topics & solutions for JEE 2024 Exam. Find important definitions, questions, meanings, examples, exercises and tests below for The value of ( PVm )P0 of a real gas is independent of the nature of gas becausea)As P 0 , there is no molecular attractions and volume occupied by one molecule is negligible in compression to the total volume of gas. b)As P 0 , there is molecular attractions and volume occupied by one molecule is negligible in compression to the total volume of gas. c)As P 0 , there is no molecular attractions and volume occupied by one molecule can not be negligible in compression to the total volume of gas. d)As P 0 , gaseous molecule are free to move all the possible directions and volume occupied by one molecule is not negligible in compression to the total volume of gasCorrect answer is option 'A'. Can you explain this answer?.
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