Physics Times 07.2019

(Kiana) #1
(a) 398 m/s (b) 520 m/s
(c) 499 m/s (d) 532m/s


  1. Figure shows the variation in temperature


( )T with the amount of heat supplied (Q)
in an isobaric process corresponding to
monoatomic (M), diatomic (D) and
polyatomic (P) gas. The initial state of all the
gases are the same and the scales for the two
axes coincide. Ignoring vibrational degrees
of freedom, the lines a, b and c respectively
correspond to: [2013]

(a) P, M and D (b) M, D and P
(c) P, D and M (d) D, M and P

[OFFLINE QUESTIONS]


  1. The temperature of an open room of volume


30 m^3 increases from 17 to 27 C C due to
sunshine. The atmospheric pressure in the
room remains 1 10^5 Pa. If ni and nf are the
number of molecules in the room before and
after heating, then nfni will be: [2017]
(a) 2.5 10^25 (b)  2.5 10^25
(c)  1.61 10^23 (d) 1.38 10^23


  1. Cp and Cv are specific heats at constant


pressure and constant volume respectively. It
is observed that
Cp Cv a for hydrogen gas
Cp Cv b for nitrogen gas
The correct relation between a and b:
[2017]
(a) a =14b (b) a = 28b

(c)

1
14

a b (d) a=b


  1. Consider an ideal gas confined in an isolated
    closed chamber. As the gas undergoes an
    adiabatic expansion the average time of
    collision between molecules increases as Vq,
    where V is the volume of the gas. The value of


q is :
v

Cp
C

 
 
 

[2015]

(a)

3 5
6


(b)

1
2


(c)

1
2


(d)

3 5
6




  1. An open glass tube is immersed in mercury in
    such a way that a length of 8 cm extends above
    the mercury level. The open end of the tube is
    then closed and sealed and the tube is raised
    vertically up by additional 46 cm. What will
    be length of the air column above mercury in
    the tube now? (Atmospheric pressure = 76
    cm of Hg) [2014]
    (a) 38 cm (b) 6 cm
    (c) 16 cm (d) 22 cm

  2. A thermally insulated vessel contains an ideal
    gas of molecular mass M and ratio of specific
    heats . It is moving with speed v and it’ss
    suddenly brought to rest. Assuming no heat is
    lost to the surrounding, its temperature
    increases by [2011]


(a)

( 1) 2
2

Mv K
R




(b)

2
2

M v
K
R


(c)^2

( 1)
2

Mv K
R


(d)

( 1) 2
2( 1)

Mv K
R






  1. Three perfect gases at absolute temperatures
    T T 1 , and 2 T 3 are mixed. The masses of
    molecules are m m 1 , and 2 m 3 and number of
    molecules are n n 1 , 2 and n 3 respectively..
    Assuming no loss of energy, the final
    temperature of the mixture is: [2011]


(a)





[2013]

[OFFLINE QUESTIONS]






[2017]





[2017]

3.

[2015]

4.

[2014]

5.

[2011]

6.

[2011]

1 1 2 2 3 3
1 2 3

n T n T n T
n n n

 
 

(b)

1 1^2 2 2^2 3 3^2
1 1 2 2 3 3

n T n T n T
n T n T n T

 
 
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