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Equation of state of a perfect gas, work done on compressing a gas Mock Test for JEE

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Q1PhysicsUnit 9: Kinetic Theory of Gases
A sample of O2O_{2} gas and a sample of hydrogen gas both have the same no. of moles, the same volume and same pressure. Assuming them to be perfect gases, the ratio of temperature of oxygen gas to the temperature of hydrogen gas is :
Q2PhysicsUnit 9: Kinetic Theory of Gases
Equal masses of N2\mathrm{N}_{2} and O2\mathrm{O}_{2} gases are filled in vessels AA and BB. The volume of vessel B is double of A. The ratio of pressure in vessel AA and BB will be
Q3PhysicsUnit 9: Kinetic Theory of Gases
In a gas equation, PV=RT,VP V=R T, V refers to the volume of:
Q4PhysicsUnit 9: Kinetic Theory of Gases
According to Charles law,
Q5PhysicsUnit 9: Kinetic Theory of Gases
An enclosure of volume 3 litre contains 16 gms\mathrm{gms} of oxygen, 7gms7 \mathrm{gms} of nitrogen and 11 gms of carbon di-oxide at 27C27^{\circ} \mathrm{C}. The pressure exerted by the mixture is approximately
Q6PhysicsUnit 9: Kinetic Theory of Gases
A vessel of volume VV contains n1n_{1} moles of oxygen and n2n_{2} moles of carbon dioxide at absolute temperature T. The pressure of the mixture is
Q7PhysicsUnit 9: Kinetic Theory of Gases
A rigid container has a hole in its wall. When the container is evacuated, its weight is 100 gm. When someair is filled in it at 27C27 C, its weight becomes 200 gm. Now the temperature of air inside is increased by ΔT\Delta \mathrm{T}, the weight becomes 150 gm. Δ\Delta T should be :
Q8PhysicsUnit 9: Kinetic Theory of Gases
A vessel contains a mixture consisting of m17gm_{1}-7 g of nitrogen (M1=28)\left(M_{1}=28\right) and m2=m_{2}= 11 g of carbon dioxide (M2=44)\left(M_{2}=44\right) at temperature T300KT-300 K and pressure P0=P_{0}= atm. The density of the mixture is
Q9PhysicsUnit 9: Kinetic Theory of Gases
All gasses deviate from gas laws at
Q10PhysicsUnit 9: Kinetic Theory of Gases
A spherical balloon rises up and the radius become twice that on the ground. Assuming temperature to be constant the pressure at that altitude is

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