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JEE Main Previous Year Questions (2025): Gaseous State

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JEE Main Previous Year Questions 
(2025): Gaseous State 
Q1: At the sea level, the dry air mass percentage composition is given as nitrogen gas: 70.0 , 
oxygen gas: 27.0 and argon gas: 3.0 . If total pressure is 1.15 atm , then calculate the ratio of 
following respectively: 
(i) partial pressure of nitrogen gas to partial pressure of oxygen gas 
(ii) partial pressure of oxygen gas to partial pressure of argon gas 
(Given: Molar mass of ?? , ?? and Ar are 14,16 and ???? ?? ?????? -?? respectively.) 
JEE Main 2025 (Online) 7th April Morning Shift 
A. 5.46, 17.8 
B. 2.96, 11.2 
C. 4.26, 19.3 
D. 2.59, 11.85 
Ans: A 
Solution: 
Partial Pressure Ratio of Nitrogen to Oxygen : 
The partial pressure of a gas is calculated using its mole fraction. The mole fraction is the ratio of the 
number of moles of the gas to the total number of moles of all gases. 
For nitrogen ( N
2
 ), the mole fraction 
?? N
2
?? N
2
+?? 0
 
2
+?? Ar
 can be simplified as 
70/28
70/28+27/32+3/40
. 
For oxygen ( O
2
 ), the mole fraction is 
27/32
70/28+27/32+3/40
. 
Therefore, the ratio of the partial pressure of nitrogen to oxygen is : 
?? N
2
?? O
2
=
 mole fraction of 
 mole fraction of 
 
N
2
O
2
=
70/28
27/32
= ?? . ???? 
Partial Pressure Ratio of Oxygen to Argon : 
For argon (Ar), the mole fraction is 
3/40
70/28+27/32+3/40
. 
The ratio of the partial pressure of oxygen to argon is : 
P
O
2
P
Ar
=
 mole fraction of 
 mole fraction of 
 O
2
=
27/32
3/40
= ???? . ???? 
 
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FAQs on JEE Main Previous Year Questions (2025): Gaseous State

1. What are the key characteristics of gases in the gaseous state?
Ans. The key characteristics of gases include low density, high compressibility, and the ability to fill the shape and volume of their container. Gases have no definite shape or volume, and their particles are far apart compared to those in liquids and solids, leading to a significant amount of empty space. This allows gases to be compressed easily.
2. How does temperature affect the behavior of gases according to the gas laws?
Ans. According to gas laws, temperature has a direct relationship with the behavior of gases. As the temperature of a gas increases, its kinetic energy increases, causing the gas particles to move faster. According to Charles's Law, if the pressure is constant, the volume of a gas increases with an increase in temperature. Conversely, according to Gay-Lussac's Law, if the volume is constant, the pressure of the gas increases with temperature.
3. What is the significance of the Ideal Gas Law in understanding the gaseous state?
Ans. The Ideal Gas Law, represented as PV = nRT, is significant because it relates the pressure (P), volume (V), number of moles (n), and temperature (T) of an ideal gas, with R being the universal gas constant. This law helps predict how gases behave under various conditions and serves as a foundation for studying real gases, accounting for deviations under high pressure and low temperature.
4. What is the difference between an ideal gas and a real gas?
Ans. An ideal gas is a hypothetical gas that perfectly follows the gas laws under all conditions, with no intermolecular forces and occupying no volume. In contrast, a real gas exhibits behavior that deviates from the ideal gas laws due to interactions between particles and the volume they occupy, particularly at high pressures and low temperatures where attractions and repulsions between particles become significant.
5. How do intermolecular forces affect the properties of gases?
Ans. Intermolecular forces, while generally weak in gases, play a critical role in affecting their properties. These forces can influence the compressibility and expansion of gases. In real gases, stronger intermolecular forces can lead to deviations from ideal behavior, causing the gas to not expand or compress as predicted by the Ideal Gas Law under certain conditions, particularly at high pressures and low temperatures.
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