Cmat - Physics - Proof Read
Cmat - Physics - Proof Read
Cmat - Physics - Proof Read
A
1 A block of ice at -10°C is slowly heated and converted to steam at 100°C. Which of
the following curves represents the phenomenon qualitatively?
(A)
(B)
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(C)
(D)
n1 + n2 n1 n2
(A) = +
γ γ1 γ2
2 n1 γ 1 + n2 γ 2
(B) γ =
n1 + n2
n1 + n2 n1 + 1 n2 + 1
(C) = +
γ– 1 γ1 − 1 γ2 − 1
n1 + n2 n1 n2
(D) = +
γ– 1 γ1 − 1 γ2 − 1
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If a monoatomic gas undergoes a thermodynamic process for which its molar heat
capacity is equal to the universal gas constant. What is the process in terms of V and
T?
3 (A) V
1/2
T = constant
(B) VT
1/2
= constant
(C) V
2
T
2
= constant
(D) VT = constant
B
A cyclic process is shown in the figure. for the process AB which of the following
statement is correct?
(A) Heat given to the system will be always –ve throughout the process
(B) Heat given to the system will be always +ve throughout the process
(C) First the heat given is +ve then –ve throughout the process
(D) First the heat given is –ve then +ve throughout the process
C
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Consider a given amount of an ideal gas. The gas is contained in a cylinder. Fig.
shows two isotherms 1 and 2 at temperatures T1 and T2 . An isotherm represents a
process that the gas undergoes at a constant temperature. Consider the paths
A → C and A → B . Heat transferred to the gas along A → C will be
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Figure shows the adiabatic curve for n moles of an ideal gas; the bulk modulus for
the gas corresponding to the point P will be
5mRT0
(A)
3V0
T0
(B) nR (2 + )
V0
T0
(C) nR (1 + )
V0
2nRT0
(D)
V0
10 (A) v’ = 2v
(B) v’ = v
–
(C) v’ = √2v
–
(D) ′
v = v/√2
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Two wires wrapped over a conical frame form the coils 1 and 2. If they produce no
i1
net magnetic field at the apex P, the value of =
i2
11
−
−−
r2
(A) √
r1
r1
(B)
r2
2
r1
(C) ( )
r2
−−−
r1
(D) √
r2
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12
(A) m
(B) θ
(C) q
(D) i
B
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13
(A) 1,3,4
(B) 1,4
(C) 1,2,3,4
(D) 2,3,4
B
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→
^ ^
A charge particle has velocity v = v( i + k ) in the magnetic field at the origin. Its
speed as the function of y is :
14
−−−−−−−−
qE
(A) √v2 + y
2E
−−−−−−−−−−−−−−−−
2
B qE
(B) √( )
2
+ v + y
E 2m
−−−− −−−−−
2qE
(C) 2
√v + y
m
→
^ ^
A proton is fired from origin with velocity V = V0 j + V0 k . in a uniform magnetic
→
^
field B = B0 j . . In the subsequent motion of the proton
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Two electrons are moving with the same velocity v parallel to each other and
separated by a certain distance. Which of the following statements is wrong?
mv0
(A)
qB
17
mv0
(B)
2qB
mv0
(C)
4qB
3mv0
(D)
2qB
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18
12μ0 I
(A) –
√2πL
6μ0 I
(B) –
√2πL
6μ0 I
(C)
πL
(D) Zero
D
If a charged spherical hollow shell is spinning, and the ratio of it’s magnetic moment
to magnetic field at it’s center is x, then, if charge on the ring, angular velocity and
radius of the ring are all doubled, what will be the new ratio of same?
x
(A)
8
19 x
(B)
4
x
(C)
2
(D) 2x
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Two wires are of same length and same area of cross-section. If first wire has
resistivity ρ1 and temperature coefficient of resistance α1 but second wire has
resistivity ρ2 and temperature coefficient of resistance α2 . Their series equivalent
resistance is independent of small temperature changes. Then
20
(A) α1 + α2 = 0
(B) ρ1 α1 = ρ2 α2
(C) ρ1 α1 + ρ2 α2 = 0
(D) ρ1 α2 + ρ2 α1 = 0
Find the line integral of magnetic field in the region when travelling along the loop
shown in the diagram:
¯ ¯
If answer is ϕB . dl = μ0 ni , what is the value of ‘n’?
21
3_3
Three rods made of the same material and having the same cross-section have
been joined as shown in the figure. Each rod is of the same length. The left and right
ends are kept at 0°C and 90°C respectively. The temperature of junction of the three
rods is 10 T°C, then the value of T is ?
22
6_6
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A body cools from 62°C to 50°C in 10 min when the temperature of the surrounding
is 26°C. What is the decrease in the temperature(in°0C) in the next 10 min is
23
approximately?
8_8
A proton and an α− particle enter a uniform magnetic field perpendicular with the
same speed. If the proton takes 25 μ s to make 5 revolutions, then the periodic time
24
for the α− particle would be 2x μ s. Then x = ?
5_5
A rod of length I and total charge q which is uniformly distributed, is rotating with
angular velocity ω about an axis passing through the centre of rod and perpendicular
25 to rod find the magnitude of magnetic dipole moment (in Am )
2
of rod, if q = 4C, ω =
3 rad/sec and I = 2m.
2_2
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