Law of Gases (Boyle's Law, Charles's Law, Gay-Lussac's Law, Avogadro's Law)
Kinetic Theory of Gases

138928 Equation of a gas in terms of pressure (P), absolute temperature, (T) and density (d) is:

1 P1T1d1=P2T2d2
2 P1T1d1=P2T2d2
3 P1d2T2=P2d1T1
4 P1 d1 T1=P1 d2 T2
[CGPET -2017
Kinetic Theory of Gases

138929 A metal jar has a gas of volume 103 m3 at a pressure of 2×105 Pa and temperature 400 K. The jar has small hole and hence the gas leaks into atmosphere. The pressure and temperature of atmosphere is 105 Pa and 300 K respectively. If R is the gas constant, the number of moles of the gas that has leaked into atmosphere is

1 15R
2 16R
3 17R
4 18R
Kinetic Theory of Gases

138930 Equal volumes of mono atomic and diatomic gases at the same temperature are given equal quantities of heat. Then,

1 The temperature of diatomic gas will be more
2 The temperature of mono atomic gas will be more
3 The temperature of both will be zero
4 Nothing can be said
Kinetic Theory of Gases

138931 Volume-temperature graph at atmospheric pressure for a mono atomic gas (V in m3, T in C ) is

1
2
3
4
Kinetic Theory of Gases

138928 Equation of a gas in terms of pressure (P), absolute temperature, (T) and density (d) is:

1 P1T1d1=P2T2d2
2 P1T1d1=P2T2d2
3 P1d2T2=P2d1T1
4 P1 d1 T1=P1 d2 T2
[CGPET -2017
Kinetic Theory of Gases

138929 A metal jar has a gas of volume 103 m3 at a pressure of 2×105 Pa and temperature 400 K. The jar has small hole and hence the gas leaks into atmosphere. The pressure and temperature of atmosphere is 105 Pa and 300 K respectively. If R is the gas constant, the number of moles of the gas that has leaked into atmosphere is

1 15R
2 16R
3 17R
4 18R
Kinetic Theory of Gases

138930 Equal volumes of mono atomic and diatomic gases at the same temperature are given equal quantities of heat. Then,

1 The temperature of diatomic gas will be more
2 The temperature of mono atomic gas will be more
3 The temperature of both will be zero
4 Nothing can be said
Kinetic Theory of Gases

138931 Volume-temperature graph at atmospheric pressure for a mono atomic gas (V in m3, T in C ) is

1
2
3
4
Kinetic Theory of Gases

138928 Equation of a gas in terms of pressure (P), absolute temperature, (T) and density (d) is:

1 P1T1d1=P2T2d2
2 P1T1d1=P2T2d2
3 P1d2T2=P2d1T1
4 P1 d1 T1=P1 d2 T2
[CGPET -2017
Kinetic Theory of Gases

138929 A metal jar has a gas of volume 103 m3 at a pressure of 2×105 Pa and temperature 400 K. The jar has small hole and hence the gas leaks into atmosphere. The pressure and temperature of atmosphere is 105 Pa and 300 K respectively. If R is the gas constant, the number of moles of the gas that has leaked into atmosphere is

1 15R
2 16R
3 17R
4 18R
Kinetic Theory of Gases

138930 Equal volumes of mono atomic and diatomic gases at the same temperature are given equal quantities of heat. Then,

1 The temperature of diatomic gas will be more
2 The temperature of mono atomic gas will be more
3 The temperature of both will be zero
4 Nothing can be said
Kinetic Theory of Gases

138931 Volume-temperature graph at atmospheric pressure for a mono atomic gas (V in m3, T in C ) is

1
2
3
4
NEET Test Series from KOTA - 10 Papers In MS WORD WhatsApp Here
Kinetic Theory of Gases

138928 Equation of a gas in terms of pressure (P), absolute temperature, (T) and density (d) is:

1 P1T1d1=P2T2d2
2 P1T1d1=P2T2d2
3 P1d2T2=P2d1T1
4 P1 d1 T1=P1 d2 T2
[CGPET -2017
Kinetic Theory of Gases

138929 A metal jar has a gas of volume 103 m3 at a pressure of 2×105 Pa and temperature 400 K. The jar has small hole and hence the gas leaks into atmosphere. The pressure and temperature of atmosphere is 105 Pa and 300 K respectively. If R is the gas constant, the number of moles of the gas that has leaked into atmosphere is

1 15R
2 16R
3 17R
4 18R
Kinetic Theory of Gases

138930 Equal volumes of mono atomic and diatomic gases at the same temperature are given equal quantities of heat. Then,

1 The temperature of diatomic gas will be more
2 The temperature of mono atomic gas will be more
3 The temperature of both will be zero
4 Nothing can be said
Kinetic Theory of Gases

138931 Volume-temperature graph at atmospheric pressure for a mono atomic gas (V in m3, T in C ) is

1
2
3
4