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CBSE Questions for Class 11 Engineering Physics Kinetic Theory Quiz 12 - MCQExams.com

2 moles of an ideal monoatomic gas at temperature T0 is mixed wth 4 moles of another ideal monoatomic gas at temperature 2T0 then  the temperature of the mixture is:
  • 53T0
  • 32T0
  • 43T0
  • 54T0
A sample of gas is at 0C.The temperature at which its rms speed of the molecules will be doubled is
  • 103C
  • 273C
  • 723C
  • 819C
The translational kinetic energy of molecules of one mole of a mono atomic gas is U=3NKT2. The value of atomic specific heat of gas under constant pressure will be 
  • 32R
  • 52R
  • 72R
  • 92R
'n' moles of an ideal gas undergoes a process A B as shown in figure. The maximum temperature of the gas during the process will be :
1510606_1aee17d9910e46f3afd9145d93d9297a.png
  • 9P0V0nR
  • 9P0V04nR
  • 3P0V02nR
  • 9P0V02nR
A circular disc of mass m and radius r is rolling about its axis with a constant speed v. Its kinetic energy is 
  • 14mv2
  • 12mv2
  • 34mv2
  • mv2
An ideal gas is initially at Pl,V1 is expanded to P2,V2 and then compressed adiabatically to the same volume Vl and pressure P3.If  W  is the net work done by the gas in complete process which of the
  • W>0;P3>P1
  • W<0;P3>P1
  • W<0;P3
  • P2>P1;W<0
When work done by a system was 10 J, the increase in the internal energy of the system was 30 J. The heat 'q' supplied to the system was :
  • 10 J
  • +20 J
  • 40 J
  • -20 J
The kinetic energy of molecular translation per unit volume of a gas at 2 atmosphere pressure will be nearly 
  • 3×105J
  • 3×106J
  • 3×107J
  • 3×108J
When a certain amount of ethylene was burnt 6226 kJ heat was evolved. If heat of combustion of ethylene is 1411 kJ/mol the volume of O2 ( at NTP) that entered into the reaction is
  • 296.5 mL
  • 296.5 litre
  • 6226×22.4 litre
  • 22.4 litre
At what temperature will the rms speed of oxygen molecules become just sufficient for escaping form the Earth's atmosphere? (Given : mass of oxygen molecule (m)=2.76×1026  kg, Boltzmann constant (KB=2.76×1023JK1)
  • 2.508×104K
  • 8.360×104K
  • 5.016×104K
  • 1.254×104K
A quantity of heat 'Q' is suppplied to a monotomic ideal gas which ecpands at constant pressure. The fractionm of heat that goes into workdone by the gas is 
  • 2/5
  • 3/5
  • 2/3
  • 1
Four litre of CO2 is kept at 27C. What will be the volume if the temperature is lowered to 150 K at the same pressure.
  • 3 litre
  • 2 litre
  • 5 litre
  • 4 litre
How much work to be done in decreasing the volume of an ideal gas by an amount of 2.4 x 104m3 at constant normal pressure of 1 x 105N/m2?
  • 28 joule
  • 27 joule
  • 24 joule
  • 25 joule
One mole of an ideal monoatomic gas is heated at a constant pressure of one atmosphere from 0oC to 100oC. Then the change in the internal energy is
  • 6.56 joules
  • 8.32×102 joules
  • 12.48×102 joules
  • 20.80 joules
A monoatomic ideal gas undergoes a process given by 2dU+3dW=0 then the process is:
  • isobaric
  • adiabatic
  • isothermal
  • none of these
An ideal gas is enclosed in a cylinder at pressure of 2 atm and temperature, 300 K. The mean time between two successive collisions is 6×108s. If the pressure is doubled and temperature is increased to 500 K, the mean time between two successive collisions will be close to:
  • 4×108s
  • 3×106s
  • 2×107s
  • 0.5×108s
The pressure of a given mass of gas is 100 cm at 127oC .The pressure of the same mass of gas having the same volume at 27oC is 
  • 75 cm
  • 76 cm
  • 84 cm
  • 64 cm
What amount of heat must be supplied to 35 g of oxygen at room temperature to raise its temperature by 80C at constant volume (molecular mass of oxygen is 32 and R = 8.3 J moI1K1)
  • 1.52 kJ
  • 3.23 kJ
  • 1.81 kJ
  • 1.62 kJ
A fixed mass of gas is taken through a process ABCA. Here AB is isobaric BC is adiabatic and CA is isothermal

The pressure at C is given by (γ=1.5)
1537783_2b96fcb3f9304823a2a43b13944ecf50.PNG
  • 10564N/m2
  • 10532N/m2
  • zero
  • 105N/m2

An ideal diatomic gas is heated at constant volume, the supplied being Q. The increase in rotational kinetic energy is 

  • Q
  • Q/2
  • 3Q/5
  • 2Q/5
One gram mole of helium at 60C is mixed with two gram moles of argon at 30C . The temperature of the mixture is 
  • 45C
  • 40C
  • 38C
  • 35C
An ideal gas is heated at constant volume until its pressure doubles.Which one of the following statements is correct?
  • The mean speed of the molecules doubles.
  • Root mean square speed of the molecules doubles.
  • Mean square speed of the molecules doubles.
  • Mean square speed of the molecules remains uncharged.
According to kinetic theory of gases kinetic energy of gas molecules:
  • inversely proportional to absolute temperature
  • inversely proportional to square of temperature
  • directly proportional to square of temperature
  • directly proportional to absolute temperature
A flask breaks when pressure inside is 1.5 atmospheres. To what temperature can it be heated without breaking it if the initial pressure is atmospheric pressure at 0C
  • 127F
  • 400.5C
  • 136.5C
  • 135.5K
19 gms of oxygen occupies 5 liters at 2 at. when the pressure is increased to 2.8 at. and the volume is reduced to 4 lit the percentage increase of temperature is .
  • 30
  • 12
  • 21
  • 0
When 2 gms of a gas are introduced into an evacuated flask kept at 250C the pressure is found to be one atmosphere. If 3 gms of another gas added to the same flask the pressure becomes 1.5 atmospheres. The ratio of the molecular weights of these gases will be 
  • 1 : 3
  • 3 : 1
  • 2 : 3
  • 3 : 2
One mole of gas occupies 10 ml at 50 mm pressure. The volume of 3 moles of the gas at 100 mm pressure and same temperature is 
  • 15 ml
  • 100 ml
  • 200 ml
  • 500 ml
A diatomic gas at 170C is compressed to 1/32 of its original volume. Its final temperature is 
  • 1100 K
  • 1500 K
  • 1260 K
  • 1160 K
An open mounted bottle contains a gas at 60C. What is the temperature to which the gas is to be heated so that 1/4 th mass of the gas may leave it.
  • 143C
  • 17.1C
  • 414C
  • 416C
Velocity of gas molecules is 500 m/s at 300K, at what temperature velocity will be equal to 1500m/s?
  • 600 K
  • 900 K
  • 1800 K
  • 2700 K
Average kinetic energy of a gas molecule is
  • Inversely proportional to the square of its absolute temperature
  • Directly proportional to the square root of its absolute temperature
  • Directly proportional to its absolute temperature
  • Directly proportional to square of absolute temperature
What is the approximate root mean speed of line smoke particle of mass 1017 kg at 270C ? [k=1.38×1023JK1]
  • 2.0×102ms1
  • 2.7×102ms1
  • 3.5×102ms1
  • 4.4×102ms1
The number of molecules in a gas pressure 1.64×103 atmospheres and temperature 200K having the volume 1cc are-
  • 6.02×1016
  • 2.63×1016
  • 3.01×1019
  • 12.04×1019
The degree of freedom per molecule of a gas is 3. The heat absorbed by the gas at constant pressure is 150J. Then increase in internal energy is 
  • 90J
  • 50J
  • 120J
  • 30J
One mole of distance ideal gas (γ=1.4) is taken through a cyclic process staring from point A. The process AB  is an adiabatic compression, BC is isobaric expansion CD an  adiabatic expansion and DA is isochoric. The volume ratios are VA/VB=16 and VC/VB=2 and the temperature at A is TA=300K Calculate the temperature of the temperature of the gas at the points B and D and final the efficiency of the cycle.
1585462_db975fdb90bc4084a382e99c0950bb28.PNG
  • 75 %
  • 61.4 %
  • 52.5%
  • 80.6 %
If the volume of the gas containing n number of molecules is V, then pressure will decrease due to force of intermolecular attraction in the proportion :
  • nV
  • nV2
  • (nV)2
  • (1V2)
In a process PT=Constant, if molar heat capacity of a gas is C=37.35J/mol=K, then find the number of degrees of freedom of molecules in the gas.
  • n=10
  • n=5
  • n=6
  • n=7
Four cylinders contain an equal number of moles of argon, hydrogen, nitrogen, and carbon dioxide at the same temperature. The energy is minimum in?
  • argon
  • hydrogen
  • nitrogen
  • both nitrogen and hydrogen
Calculate the total KE of the mixture of 4 gm  H2  and 4 gm He at 300 K-`
  • 1800 R
  • 1750 R
  • 1950 R
  • None of these
At ordinary pressure and temperature, the ratio of interatomic distance of a gas and a liquid is of the order of
  • 1000
  • 10000
  • 10
  • 100
2 mole ideal He gas and 3 mole ideal H2 gas at constant volume find out Cv of mixture 
  • 21R10
  • 11R10
  • 21R5
  • 11R5
In a jar having a mixture of H2 and He 
  • Hydrogen has more mean KE
  • Helium has more mean KE
  • Both have same mean KE
  • Both have same internal enery
When an ideal diatomic  gas is heated  at constant pressure.  the  fraction of   the heat energy supplied  which increases  the internal energy of he gas is 
  • 25
  • 35
  • 37
  • 57
A vessel contains mixture of hydrogen and oxygen gases in teh ratio of their masses equal to 1:The ratio of mean kinetic energy of the two gases is
  • 5:16
  • 16:5
  • 1:1
  • 6:1
r.m.s. speed of ideal gas at 127oC is 200m/s, the r.m.s. speed of same ideal gas at temperature 227oC is:
  • 1005
  • 2005
  • 10015
  • 10010
The mean kinetic enrgy of one gm-mole of a perfect gas at absoulte temperature T is 
  • 12T
  • 12RT
  • 23KT
  • 32RT
An ideal gas has volume V and pressure P. The total translational kinetic energy of all the molecule of the gas is.
  • PV only if the gas is monoatomic
  • PV only if the gas is diatomic
  • greater than PV if the gas is diatomic
  • PV in all cases antainar is evacuated to leave just one
For silver , Cp(JK1mol1)=23+0.01T. If the temperature (T) of 3 moles of silver is raised from 300K to 1000K at 1 atm pressure, the value of ΔH will be close to: 
  • 21 kJ
  • 16 kJ
  • 13 kJ
  • 62 kJ
Which row correctly describes the ordering and motion of the molecules in liquid water and in ice when both are at a temperature of 0oC
  • ordering : a regular pattern of molecules in ice but not in water ; motion : molecules in both ice and water have the same average speed
  • ordering : a regular pattern of molecules in ice but not in water ; motion : molecules in ice travel more slowly than those in water
  • ordering : a regular pattern of molecules in both ice and water ; motion : molecules in ice travel more slowly than those in water
  • ordering : a regular pattern of molecules in both ice and water ; motion : molecules in both ice and water have the same average speed
A volume of 2.5 L of a sample of a gas at 27oC and 1 bar pressure is compressed to a volume of 500 ml keeping the temperature constant, the percentage increase in pressure is?
  • 100%
  • 400%
  • 500%
  • 80%
0:0:3


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