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Page 1
For JEE Advanced
Objective Questions
Single Correct Option
Q 1. A uniform current carrying ring of mass m and radius R is connected by a massless string as
shown. A uniform magnetic field B
0
exist in the region to keep the ring in horizontal
position, then
the current in the ring is
(a)
0
mg
RB ?
(b)
0
mg
RB
(c)
0
mg
3 RB ?
(d)
2
0
mg
RB ?
Q 2. A wire of mass 100 g is carrying a current of 2 A towards increasing x in the form of y - x
2
(-2m =
x = +2m). This wire is placed in a magnetic field tesla.
ˆ
B 0.02k ??
?
. The acceleration of the wire
(in m/s
2
) is
(a)
ˆ
1.6 j ? (b)
ˆ
3.2 j ? (c)
ˆ
1.6 j (d) zero
Q 3. A conductor of length l is placed perpendicular to a horizontal uniform magnetic field B. Suddenly
a certain amount of charge is passed through it, when it is found to jump to a height h. The amount
of charge that passes through the conductor is
(a)
m gh
Bl
(b)
m gh
2Bl
(c)
m 2gh
Bl
(d) None of these
Q 4. A solid conducting sphere of radius R and total charge q rotates about its diametric axis with
constant angular speed The magnetic moment of the sphere is
(a)
2
1
qR
3
? (b)
2
2
qR
3
? (c)
2
1
qR
5
? (d)
2
2
qR
5
?
Q 5. A charged particle moving along positive x-direction with a velocity v enters a region where there
is a uniform magnetic field
ˆ
B Bk ??
?
, from x = 0 to x = d. The particle gets deflected at an angle ?
from its initial path. The specific charge of the particle is
(a)
Bd
v cos ?
(b)
v tan
Bd
?
(c)
Bsin
vd
?
(d)
vsin
Bd
?
Q 6. A current carrying rod AB is placed perpendicular to an infinitely long current carrying wire as
shown in figure. The point at which the conductor should be hinged so that it will not rotate (AC =
CB)
(a) A (b) somewhere between B and C
(c) C (d) somewhere between A and C
Page 2
For JEE Advanced
Objective Questions
Single Correct Option
Q 1. A uniform current carrying ring of mass m and radius R is connected by a massless string as
shown. A uniform magnetic field B
0
exist in the region to keep the ring in horizontal
position, then
the current in the ring is
(a)
0
mg
RB ?
(b)
0
mg
RB
(c)
0
mg
3 RB ?
(d)
2
0
mg
RB ?
Q 2. A wire of mass 100 g is carrying a current of 2 A towards increasing x in the form of y - x
2
(-2m =
x = +2m). This wire is placed in a magnetic field tesla.
ˆ
B 0.02k ??
?
. The acceleration of the wire
(in m/s
2
) is
(a)
ˆ
1.6 j ? (b)
ˆ
3.2 j ? (c)
ˆ
1.6 j (d) zero
Q 3. A conductor of length l is placed perpendicular to a horizontal uniform magnetic field B. Suddenly
a certain amount of charge is passed through it, when it is found to jump to a height h. The amount
of charge that passes through the conductor is
(a)
m gh
Bl
(b)
m gh
2Bl
(c)
m 2gh
Bl
(d) None of these
Q 4. A solid conducting sphere of radius R and total charge q rotates about its diametric axis with
constant angular speed The magnetic moment of the sphere is
(a)
2
1
qR
3
? (b)
2
2
qR
3
? (c)
2
1
qR
5
? (d)
2
2
qR
5
?
Q 5. A charged particle moving along positive x-direction with a velocity v enters a region where there
is a uniform magnetic field
ˆ
B Bk ??
?
, from x = 0 to x = d. The particle gets deflected at an angle ?
from its initial path. The specific charge of the particle is
(a)
Bd
v cos ?
(b)
v tan
Bd
?
(c)
Bsin
vd
?
(d)
vsin
Bd
?
Q 6. A current carrying rod AB is placed perpendicular to an infinitely long current carrying wire as
shown in figure. The point at which the conductor should be hinged so that it will not rotate (AC =
CB)
(a) A (b) somewhere between B and C
(c) C (d) somewhere between A and C
Q 7. The segment AB of wire carrying current I
1
is placed perpendicular to a long straight wire carrying
current I
2
as shown in figure. The magnitude of force experienced by the straight wire AB is
(a)
0 1 2
II
ln 3
2
?
?
(b)
0 1 2
II
ln 2
2
?
?
(c)
0 1 2
2 I I
2
?
?
(d)
0 1 2
II
2
?
?
Q 8. A straight long conductor carries current along the positive x-axis. Identify the correct statement
related to the four points A(a, a, 0), B(a, 0, a), C(a,-a, 0) and D(a, 0,-a).
(a) The magnitude of magnetic field at all points is same
(b) Fields at A and B are mutually perpendicular
(c) Fields at A and C are antiparallel
(d) All of the above
Q 9. The figure shows two coaxial circular loops 1 and 2, which forms same solid angle ? at point O. If
B
1
and B
2
are the magnetic fields produced at the point O due to loop 1 and 2 respectively, then
(a)
1
2
B
1
B
? (b)
1
2
B
2
B
? (c)
1
2
B
8
B
? (d)
1
2
B
4
B
?
Q 10. In the figure shown, a charge q moving with a velocity v along the x-axis enter into a region of
uniform magnetic field. The minimum value of v so that the charge
q is able to enter the region x
> b
(a)
qBb
m
(b)
qBa
m
(c)
qB(b a)
m
?
(d)
qB(b a)
2m
?
Q 11. An insulating rod of length l carries a charge q uniformly distributed on it. The rod is pivoted at
one of its ends and is rotated at a frequency f about a fixed perpendicular axis. The magnetic
moment of the rod is
(a)
2
qfl
12
?
(b)
2
qfl
2
?
(c)
2
qfl
6
?
(d)
2
qfl
3
?
Page 3
For JEE Advanced
Objective Questions
Single Correct Option
Q 1. A uniform current carrying ring of mass m and radius R is connected by a massless string as
shown. A uniform magnetic field B
0
exist in the region to keep the ring in horizontal
position, then
the current in the ring is
(a)
0
mg
RB ?
(b)
0
mg
RB
(c)
0
mg
3 RB ?
(d)
2
0
mg
RB ?
Q 2. A wire of mass 100 g is carrying a current of 2 A towards increasing x in the form of y - x
2
(-2m =
x = +2m). This wire is placed in a magnetic field tesla.
ˆ
B 0.02k ??
?
. The acceleration of the wire
(in m/s
2
) is
(a)
ˆ
1.6 j ? (b)
ˆ
3.2 j ? (c)
ˆ
1.6 j (d) zero
Q 3. A conductor of length l is placed perpendicular to a horizontal uniform magnetic field B. Suddenly
a certain amount of charge is passed through it, when it is found to jump to a height h. The amount
of charge that passes through the conductor is
(a)
m gh
Bl
(b)
m gh
2Bl
(c)
m 2gh
Bl
(d) None of these
Q 4. A solid conducting sphere of radius R and total charge q rotates about its diametric axis with
constant angular speed The magnetic moment of the sphere is
(a)
2
1
qR
3
? (b)
2
2
qR
3
? (c)
2
1
qR
5
? (d)
2
2
qR
5
?
Q 5. A charged particle moving along positive x-direction with a velocity v enters a region where there
is a uniform magnetic field
ˆ
B Bk ??
?
, from x = 0 to x = d. The particle gets deflected at an angle ?
from its initial path. The specific charge of the particle is
(a)
Bd
v cos ?
(b)
v tan
Bd
?
(c)
Bsin
vd
?
(d)
vsin
Bd
?
Q 6. A current carrying rod AB is placed perpendicular to an infinitely long current carrying wire as
shown in figure. The point at which the conductor should be hinged so that it will not rotate (AC =
CB)
(a) A (b) somewhere between B and C
(c) C (d) somewhere between A and C
Q 7. The segment AB of wire carrying current I
1
is placed perpendicular to a long straight wire carrying
current I
2
as shown in figure. The magnitude of force experienced by the straight wire AB is
(a)
0 1 2
II
ln 3
2
?
?
(b)
0 1 2
II
ln 2
2
?
?
(c)
0 1 2
2 I I
2
?
?
(d)
0 1 2
II
2
?
?
Q 8. A straight long conductor carries current along the positive x-axis. Identify the correct statement
related to the four points A(a, a, 0), B(a, 0, a), C(a,-a, 0) and D(a, 0,-a).
(a) The magnitude of magnetic field at all points is same
(b) Fields at A and B are mutually perpendicular
(c) Fields at A and C are antiparallel
(d) All of the above
Q 9. The figure shows two coaxial circular loops 1 and 2, which forms same solid angle ? at point O. If
B
1
and B
2
are the magnetic fields produced at the point O due to loop 1 and 2 respectively, then
(a)
1
2
B
1
B
? (b)
1
2
B
2
B
? (c)
1
2
B
8
B
? (d)
1
2
B
4
B
?
Q 10. In the figure shown, a charge q moving with a velocity v along the x-axis enter into a region of
uniform magnetic field. The minimum value of v so that the charge
q is able to enter the region x
> b
(a)
qBb
m
(b)
qBa
m
(c)
qB(b a)
m
?
(d)
qB(b a)
2m
?
Q 11. An insulating rod of length l carries a charge q uniformly distributed on it. The rod is pivoted at
one of its ends and is rotated at a frequency f about a fixed perpendicular axis. The magnetic
moment of the rod is
(a)
2
qfl
12
?
(b)
2
qfl
2
?
(c)
2
qfl
6
?
(d)
2
qfl
3
?
Q 12. A wire carrying a current of 3 A is bent in the form of a parabola y
2
= 4 - x as shown in figure,
where x and y are in metre. The wire is placed in a uniform magnetic field
ˆ
B 5k ?
?
tesla. The force
acting on
the wire is
(a)
ˆ
60i N (b)
ˆ
60i N ? (c)
ˆ
30i N (d)
ˆ
30i N ?
Q 13. An equilateral triangle frame PQR of mass M and side a is kept under the influence of magnetic
force due to inward perpendicular magnetic field B and gravitational field as shown in the figure.
The magnitude and direction of current in the frame so that
the frame remains at rest is
(a)
2Mg
I ;anticlockwise
aB
? (b)
2Mg
I ;clockwise
aB
?
(c)
Mg
I ;anticlockwise
aB
? (d)
Mg
I ;clockwise
aB
?
Q 14. A tightly-wound long solenoid has n turns per unit length, radius r and carries a current i. A
particle having charge q and mass m is projected from a point on the axis in the direction
perpendicular to the axis. The maximum speed for which particle does not strike the solenoid will
be
(a)
0
qrni
2m
?
(b)
0
qrni
m
?
(c)
0
2 qrni
3m
?
(d) None of these
Q 15. If the acceleration and velocity of a charged particle moving in a constant magnetic region is given
by
1 2 1 2
ˆ ˆ ˆ ˆ
a a i a k, v b i b k ? ? ? ?
? ?
.
[a
1
,a
2
, b
1
and b
2
are constants], then choose the wrong statement
(a) Magnetic field may be along y-axis (b) a
1
b
1
+a
2
b
2
= 0
(c) Magnetic field is along x-axis (d) Kinetic energy of particle is always constant
Q 16. A simple pendulum with a charged bob is oscillating as shown in the figure. Time period of
oscillation is T and angular amplitude is ?. If a uniform magnetic field perpendicular to the plane
of oscillation is switched on, then
(a) T will decrease but ? will remain constant (b) T will remain constant but ? will decrease
(c) Both T and ? will remain the same (d) Both T and ? will decrease
Page 4
For JEE Advanced
Objective Questions
Single Correct Option
Q 1. A uniform current carrying ring of mass m and radius R is connected by a massless string as
shown. A uniform magnetic field B
0
exist in the region to keep the ring in horizontal
position, then
the current in the ring is
(a)
0
mg
RB ?
(b)
0
mg
RB
(c)
0
mg
3 RB ?
(d)
2
0
mg
RB ?
Q 2. A wire of mass 100 g is carrying a current of 2 A towards increasing x in the form of y - x
2
(-2m =
x = +2m). This wire is placed in a magnetic field tesla.
ˆ
B 0.02k ??
?
. The acceleration of the wire
(in m/s
2
) is
(a)
ˆ
1.6 j ? (b)
ˆ
3.2 j ? (c)
ˆ
1.6 j (d) zero
Q 3. A conductor of length l is placed perpendicular to a horizontal uniform magnetic field B. Suddenly
a certain amount of charge is passed through it, when it is found to jump to a height h. The amount
of charge that passes through the conductor is
(a)
m gh
Bl
(b)
m gh
2Bl
(c)
m 2gh
Bl
(d) None of these
Q 4. A solid conducting sphere of radius R and total charge q rotates about its diametric axis with
constant angular speed The magnetic moment of the sphere is
(a)
2
1
qR
3
? (b)
2
2
qR
3
? (c)
2
1
qR
5
? (d)
2
2
qR
5
?
Q 5. A charged particle moving along positive x-direction with a velocity v enters a region where there
is a uniform magnetic field
ˆ
B Bk ??
?
, from x = 0 to x = d. The particle gets deflected at an angle ?
from its initial path. The specific charge of the particle is
(a)
Bd
v cos ?
(b)
v tan
Bd
?
(c)
Bsin
vd
?
(d)
vsin
Bd
?
Q 6. A current carrying rod AB is placed perpendicular to an infinitely long current carrying wire as
shown in figure. The point at which the conductor should be hinged so that it will not rotate (AC =
CB)
(a) A (b) somewhere between B and C
(c) C (d) somewhere between A and C
Q 7. The segment AB of wire carrying current I
1
is placed perpendicular to a long straight wire carrying
current I
2
as shown in figure. The magnitude of force experienced by the straight wire AB is
(a)
0 1 2
II
ln 3
2
?
?
(b)
0 1 2
II
ln 2
2
?
?
(c)
0 1 2
2 I I
2
?
?
(d)
0 1 2
II
2
?
?
Q 8. A straight long conductor carries current along the positive x-axis. Identify the correct statement
related to the four points A(a, a, 0), B(a, 0, a), C(a,-a, 0) and D(a, 0,-a).
(a) The magnitude of magnetic field at all points is same
(b) Fields at A and B are mutually perpendicular
(c) Fields at A and C are antiparallel
(d) All of the above
Q 9. The figure shows two coaxial circular loops 1 and 2, which forms same solid angle ? at point O. If
B
1
and B
2
are the magnetic fields produced at the point O due to loop 1 and 2 respectively, then
(a)
1
2
B
1
B
? (b)
1
2
B
2
B
? (c)
1
2
B
8
B
? (d)
1
2
B
4
B
?
Q 10. In the figure shown, a charge q moving with a velocity v along the x-axis enter into a region of
uniform magnetic field. The minimum value of v so that the charge
q is able to enter the region x
> b
(a)
qBb
m
(b)
qBa
m
(c)
qB(b a)
m
?
(d)
qB(b a)
2m
?
Q 11. An insulating rod of length l carries a charge q uniformly distributed on it. The rod is pivoted at
one of its ends and is rotated at a frequency f about a fixed perpendicular axis. The magnetic
moment of the rod is
(a)
2
qfl
12
?
(b)
2
qfl
2
?
(c)
2
qfl
6
?
(d)
2
qfl
3
?
Q 12. A wire carrying a current of 3 A is bent in the form of a parabola y
2
= 4 - x as shown in figure,
where x and y are in metre. The wire is placed in a uniform magnetic field
ˆ
B 5k ?
?
tesla. The force
acting on
the wire is
(a)
ˆ
60i N (b)
ˆ
60i N ? (c)
ˆ
30i N (d)
ˆ
30i N ?
Q 13. An equilateral triangle frame PQR of mass M and side a is kept under the influence of magnetic
force due to inward perpendicular magnetic field B and gravitational field as shown in the figure.
The magnitude and direction of current in the frame so that
the frame remains at rest is
(a)
2Mg
I ;anticlockwise
aB
? (b)
2Mg
I ;clockwise
aB
?
(c)
Mg
I ;anticlockwise
aB
? (d)
Mg
I ;clockwise
aB
?
Q 14. A tightly-wound long solenoid has n turns per unit length, radius r and carries a current i. A
particle having charge q and mass m is projected from a point on the axis in the direction
perpendicular to the axis. The maximum speed for which particle does not strike the solenoid will
be
(a)
0
qrni
2m
?
(b)
0
qrni
m
?
(c)
0
2 qrni
3m
?
(d) None of these
Q 15. If the acceleration and velocity of a charged particle moving in a constant magnetic region is given
by
1 2 1 2
ˆ ˆ ˆ ˆ
a a i a k, v b i b k ? ? ? ?
? ?
.
[a
1
,a
2
, b
1
and b
2
are constants], then choose the wrong statement
(a) Magnetic field may be along y-axis (b) a
1
b
1
+a
2
b
2
= 0
(c) Magnetic field is along x-axis (d) Kinetic energy of particle is always constant
Q 16. A simple pendulum with a charged bob is oscillating as shown in the figure. Time period of
oscillation is T and angular amplitude is ?. If a uniform magnetic field perpendicular to the plane
of oscillation is switched on, then
(a) T will decrease but ? will remain constant (b) T will remain constant but ? will decrease
(c) Both T and ? will remain the same (d) Both T and ? will decrease
Q 17. Magnetic field in a region is given by
0
ˆ
B B xk ?
?
.
Two loops each of side a is placed in this
magnetic region in the x-y plane with one of its sides onx-axis. If F
1
is the force on loop 1 and F
2
be the force on loop 2, then
(a) F
1
= F
2
= 0 (b) F
1
> F
2
(c) F
2
> F
1
(d) F
1
= F
2
? 0
Q 18. Consider a co-axial cable which consists of an inner wire of radius a surrounded by an outer shell
of inner and outer radii b and c respectively. The inner wire carries a current I and outer shell
carries an equal and opposite current. The magnetic field at a distance x from the axis where b <
x< c is
(a)
22
0
22
I(c b )
2 x(c a )
??
??
(b)
22
0
22
I(c x )
2 x(c a )
??
??
(c)
22
0
22
I(c x )
2 x(c b )
??
??
(d) zero
Q 19. A particle of mass 1 × 10
-26
kg and charge +1.6 × 10
-19
C travelling with a velocity of 1.28 × 10
6
m/s along positive direction of x-axis enters a region in which a uniform electric field E
?
and a
uniform magnetic field B
?
are present such that
E
z
=-102.4 kV/m and B
y
= 8 × 10
-2
Wb/m
2
The particle enters this region at origin at time t = 0. Then
(a) net force acts on the particle along the +ve z-direction
(b) net force acts on the particle along -ve z-direction
(c) net force acting on particle is zero
(d) net force acts in x-z plane
Q 20. A wire lying along y-axis from y = 0 to y = 1 m carries a current of 2 mA in the negative y-
direction. The wire lies in a non-uniform magnetic field given by
ˆˆ
B (0.3T / m)yi (0.4Tm)yj ??
?
.
The magnetic force on the entire wire is
(a)
4
ˆ
3 10 jN
?
?? (b)
3
ˆ
6 10 k N
?
? (c)
4
ˆ
3 10 k N
?
?? (d)
4
ˆ
3 10 k N
?
?
Q 21. A particle having a charge of 20 ?C and mass 20 ?g moves along a circle of radius 5 cm under the
action of a magnetic field B = 0.1 tesla. When the particle is at P, uniform transverse electric field
is switched on and it is found that the particle continues along the tangent with a uniform velocity.
Find the electric field
(a) 2 V/m (b) 0.5 V/m (c) 5 V/m (d) 1.5 V/m
Q 22. Two circular coils A and B of radius
5
2
cm and 5 cm carry currents 5 A and 52
respectively.
The plane of B is perpendicular to plane of A and their centres coincide. Magnetic field at the
centre is
Page 5
For JEE Advanced
Objective Questions
Single Correct Option
Q 1. A uniform current carrying ring of mass m and radius R is connected by a massless string as
shown. A uniform magnetic field B
0
exist in the region to keep the ring in horizontal
position, then
the current in the ring is
(a)
0
mg
RB ?
(b)
0
mg
RB
(c)
0
mg
3 RB ?
(d)
2
0
mg
RB ?
Q 2. A wire of mass 100 g is carrying a current of 2 A towards increasing x in the form of y - x
2
(-2m =
x = +2m). This wire is placed in a magnetic field tesla.
ˆ
B 0.02k ??
?
. The acceleration of the wire
(in m/s
2
) is
(a)
ˆ
1.6 j ? (b)
ˆ
3.2 j ? (c)
ˆ
1.6 j (d) zero
Q 3. A conductor of length l is placed perpendicular to a horizontal uniform magnetic field B. Suddenly
a certain amount of charge is passed through it, when it is found to jump to a height h. The amount
of charge that passes through the conductor is
(a)
m gh
Bl
(b)
m gh
2Bl
(c)
m 2gh
Bl
(d) None of these
Q 4. A solid conducting sphere of radius R and total charge q rotates about its diametric axis with
constant angular speed The magnetic moment of the sphere is
(a)
2
1
qR
3
? (b)
2
2
qR
3
? (c)
2
1
qR
5
? (d)
2
2
qR
5
?
Q 5. A charged particle moving along positive x-direction with a velocity v enters a region where there
is a uniform magnetic field
ˆ
B Bk ??
?
, from x = 0 to x = d. The particle gets deflected at an angle ?
from its initial path. The specific charge of the particle is
(a)
Bd
v cos ?
(b)
v tan
Bd
?
(c)
Bsin
vd
?
(d)
vsin
Bd
?
Q 6. A current carrying rod AB is placed perpendicular to an infinitely long current carrying wire as
shown in figure. The point at which the conductor should be hinged so that it will not rotate (AC =
CB)
(a) A (b) somewhere between B and C
(c) C (d) somewhere between A and C
Q 7. The segment AB of wire carrying current I
1
is placed perpendicular to a long straight wire carrying
current I
2
as shown in figure. The magnitude of force experienced by the straight wire AB is
(a)
0 1 2
II
ln 3
2
?
?
(b)
0 1 2
II
ln 2
2
?
?
(c)
0 1 2
2 I I
2
?
?
(d)
0 1 2
II
2
?
?
Q 8. A straight long conductor carries current along the positive x-axis. Identify the correct statement
related to the four points A(a, a, 0), B(a, 0, a), C(a,-a, 0) and D(a, 0,-a).
(a) The magnitude of magnetic field at all points is same
(b) Fields at A and B are mutually perpendicular
(c) Fields at A and C are antiparallel
(d) All of the above
Q 9. The figure shows two coaxial circular loops 1 and 2, which forms same solid angle ? at point O. If
B
1
and B
2
are the magnetic fields produced at the point O due to loop 1 and 2 respectively, then
(a)
1
2
B
1
B
? (b)
1
2
B
2
B
? (c)
1
2
B
8
B
? (d)
1
2
B
4
B
?
Q 10. In the figure shown, a charge q moving with a velocity v along the x-axis enter into a region of
uniform magnetic field. The minimum value of v so that the charge
q is able to enter the region x
> b
(a)
qBb
m
(b)
qBa
m
(c)
qB(b a)
m
?
(d)
qB(b a)
2m
?
Q 11. An insulating rod of length l carries a charge q uniformly distributed on it. The rod is pivoted at
one of its ends and is rotated at a frequency f about a fixed perpendicular axis. The magnetic
moment of the rod is
(a)
2
qfl
12
?
(b)
2
qfl
2
?
(c)
2
qfl
6
?
(d)
2
qfl
3
?
Q 12. A wire carrying a current of 3 A is bent in the form of a parabola y
2
= 4 - x as shown in figure,
where x and y are in metre. The wire is placed in a uniform magnetic field
ˆ
B 5k ?
?
tesla. The force
acting on
the wire is
(a)
ˆ
60i N (b)
ˆ
60i N ? (c)
ˆ
30i N (d)
ˆ
30i N ?
Q 13. An equilateral triangle frame PQR of mass M and side a is kept under the influence of magnetic
force due to inward perpendicular magnetic field B and gravitational field as shown in the figure.
The magnitude and direction of current in the frame so that
the frame remains at rest is
(a)
2Mg
I ;anticlockwise
aB
? (b)
2Mg
I ;clockwise
aB
?
(c)
Mg
I ;anticlockwise
aB
? (d)
Mg
I ;clockwise
aB
?
Q 14. A tightly-wound long solenoid has n turns per unit length, radius r and carries a current i. A
particle having charge q and mass m is projected from a point on the axis in the direction
perpendicular to the axis. The maximum speed for which particle does not strike the solenoid will
be
(a)
0
qrni
2m
?
(b)
0
qrni
m
?
(c)
0
2 qrni
3m
?
(d) None of these
Q 15. If the acceleration and velocity of a charged particle moving in a constant magnetic region is given
by
1 2 1 2
ˆ ˆ ˆ ˆ
a a i a k, v b i b k ? ? ? ?
? ?
.
[a
1
,a
2
, b
1
and b
2
are constants], then choose the wrong statement
(a) Magnetic field may be along y-axis (b) a
1
b
1
+a
2
b
2
= 0
(c) Magnetic field is along x-axis (d) Kinetic energy of particle is always constant
Q 16. A simple pendulum with a charged bob is oscillating as shown in the figure. Time period of
oscillation is T and angular amplitude is ?. If a uniform magnetic field perpendicular to the plane
of oscillation is switched on, then
(a) T will decrease but ? will remain constant (b) T will remain constant but ? will decrease
(c) Both T and ? will remain the same (d) Both T and ? will decrease
Q 17. Magnetic field in a region is given by
0
ˆ
B B xk ?
?
.
Two loops each of side a is placed in this
magnetic region in the x-y plane with one of its sides onx-axis. If F
1
is the force on loop 1 and F
2
be the force on loop 2, then
(a) F
1
= F
2
= 0 (b) F
1
> F
2
(c) F
2
> F
1
(d) F
1
= F
2
? 0
Q 18. Consider a co-axial cable which consists of an inner wire of radius a surrounded by an outer shell
of inner and outer radii b and c respectively. The inner wire carries a current I and outer shell
carries an equal and opposite current. The magnetic field at a distance x from the axis where b <
x< c is
(a)
22
0
22
I(c b )
2 x(c a )
??
??
(b)
22
0
22
I(c x )
2 x(c a )
??
??
(c)
22
0
22
I(c x )
2 x(c b )
??
??
(d) zero
Q 19. A particle of mass 1 × 10
-26
kg and charge +1.6 × 10
-19
C travelling with a velocity of 1.28 × 10
6
m/s along positive direction of x-axis enters a region in which a uniform electric field E
?
and a
uniform magnetic field B
?
are present such that
E
z
=-102.4 kV/m and B
y
= 8 × 10
-2
Wb/m
2
The particle enters this region at origin at time t = 0. Then
(a) net force acts on the particle along the +ve z-direction
(b) net force acts on the particle along -ve z-direction
(c) net force acting on particle is zero
(d) net force acts in x-z plane
Q 20. A wire lying along y-axis from y = 0 to y = 1 m carries a current of 2 mA in the negative y-
direction. The wire lies in a non-uniform magnetic field given by
ˆˆ
B (0.3T / m)yi (0.4Tm)yj ??
?
.
The magnetic force on the entire wire is
(a)
4
ˆ
3 10 jN
?
?? (b)
3
ˆ
6 10 k N
?
? (c)
4
ˆ
3 10 k N
?
?? (d)
4
ˆ
3 10 k N
?
?
Q 21. A particle having a charge of 20 ?C and mass 20 ?g moves along a circle of radius 5 cm under the
action of a magnetic field B = 0.1 tesla. When the particle is at P, uniform transverse electric field
is switched on and it is found that the particle continues along the tangent with a uniform velocity.
Find the electric field
(a) 2 V/m (b) 0.5 V/m (c) 5 V/m (d) 1.5 V/m
Q 22. Two circular coils A and B of radius
5
2
cm and 5 cm carry currents 5 A and 52
respectively.
The plane of B is perpendicular to plane of A and their centres coincide. Magnetic field at the
centre is
(a) 0 (b)
5
4 2 10 T
?
?? (c)
5
4 10 T
?
?? (d)
5
2 2 10 T
?
??
Q 23. A charged particle with specific charge s moves undeflected through a region of space containing
mutually perpendicular and uniform electric and magnetic fields E and B. When the electric field
is switched off, the particle will move in a circular path of radius
(a)
E
Bs
(b)
Es
B
(c)
2
Es
B
(d)
2
E
Bs
Q 24. Two long parallel conductors are carrying currents in the same direction as shown in the figure.
The upper conductor (A) carrying a current of 100 A is held firmly in position. The lower
conductor (B)carries a current of 50 A and free to move up and down. The linear mass density of
the lower conductor is 0.01 kg/m
(a) Conductor B will be in equilibrium if the distance between the conductors is 0.1 m
(b) Equilibrium of conductor B is unstable
(c) Both (a) and (b) are wrong
(d) Both (a) and (b) are correct
Q 25. Equal currents are flowing in three infinitely long wires along positive x, y and z directions. The
magnetic field at a point (0,0, - a) would be (i = current in each wire)
(a)
0
i
ˆˆ
( j i)
2a
?
?
?
(b)
0
i
ˆˆ
(i j)
2a
?
?
?
(c)
0
i
ˆˆ
(i j)
2a
?
?
?
(d)
0
i
ˆˆ
( i j)
2a
?
??
?
Q 26. In the figure the force on the wire ABC in the given uniform magnetic field will be(B = 2 tesla)
(a) 4(3+2 ?)Nt (b) 20 Nt (c) 30 Nt (d) 40 Nt
Q 27. A uniformly charged ring of radius R is rotated about its axis with constant linear speed v of each
of its particles. The ratio of electric field to magnetic field at a point P on the axis of the ring
distant x = R from centre of ring is (cis speed of light)
(a)
2
c
v
(b)
2
v
c
(c)
v
c
(d)
c
v
Answers
Read More
FAQs on DC Pandey Solutions (JEE Advance): Magnetics - DC Pandey Solutions for JEE Physics
| 1. What is the importance of studying magnetics for the JEE Advanced Physics exam? |  |
Ans. Studying magnetics is crucial for the JEE Advanced Physics exam as it is a significant topic that carries weightage in the exam. Questions related to magnetics can test your understanding of concepts such as magnetic fields, forces on charged particles in magnetic fields, magnetic induction, and more. It is essential to have a strong grasp of these concepts to excel in the exam.
| 2. How can I prepare for the magnetics section in the JEE Advanced exam using DC Pandey's solution book? | |
Ans. DC Pandey's solution book is a valuable resource for JEE Advanced preparation. To prepare for the magnetics section, you can follow these steps:
1. Read the theory and explanations provided in the book for the magnetics topic.
2. Practice the solved examples and try to understand the approach used to solve them.
3. Attempt the exercise questions and compare your solutions with the book's solutions.
4. Analyze the mistakes you made and try to understand the correct approach.
5. If you are still facing difficulties, refer to the book's solution for a detailed explanation.
6. Regularly solve previous years' JEE Advanced questions related to magnetics from the book.
By following these steps and regularly practicing with the help of DC Pandey's solution book, you can effectively prepare for the magnetics section of the JEE Advanced exam.
| 3. Can you provide some tips to solve complex magnetics problems in the JEE Advanced exam? | |
Ans. Solving complex magnetics problems in the JEE Advanced exam requires a systematic approach. Here are some tips to help you tackle such problems:
1. Understand the given information: Read the problem statement carefully and identify the known quantities, unknown quantities, and any other relevant information provided.
2. Visualize the situation: Try to visualize the magnetic field lines, charges, or currents involved in the problem. This will help you understand the scenario better and formulate the solution approach.
3. Apply the relevant formula: Use the appropriate formulas and equations related to magnetics to solve the problem. It is crucial to have a good understanding of these formulas and their applications.
4. Simplify the problem: Break down the complex problem into simpler parts or sub-problems. This can help in managing the calculations and solving the problem step by step.
5. Practice regularly: Solve a variety of magnetics problems to enhance your problem-solving skills. This will improve your speed and accuracy in solving complex problems during the exam.
By following these tips and practicing regularly, you can develop the skills required to solve complex magnetics problems in the JEE Advanced exam.
| 4. Are there any common misconceptions or mistakes students make while studying magnetics for the JEE Advanced exam? | |
Ans. Yes, some common misconceptions and mistakes students make while studying magnetics for the JEE Advanced exam include:
1. Confusing magnetic fields with electric fields: Students often mistakenly assume that magnetic fields and electric fields are the same or similar concepts. It is essential to understand the fundamental differences between these two fields.
2. Neglecting the direction of magnetic fields: Magnetic fields have both magnitude and direction. Neglecting the direction can lead to incorrect solutions or answers.
3. Not considering the effect of forces on charged particles: When dealing with magnetic fields, it is crucial to consider the effect of forces on charged particles moving in those fields. Neglecting this can result in incorrect solutions.
4. Misinterpreting the right-hand rule: The right-hand rule is frequently used in magnetics. Students sometimes misinterpret or apply it incorrectly, leading to incorrect solutions.
To avoid these misconceptions and mistakes, it is important to thoroughly understand the concepts, practice solving problems, and seek clarification whenever in doubt.
| 5. How can I improve my conceptual understanding of magnetics for the JEE Advanced exam? | |
Ans. Improving your conceptual understanding of magnetics for the JEE Advanced exam requires a focused approach. Here are some tips to help you:
1. Read the theory: Start by thoroughly reading the theory and explanations related to magnetics from your textbook or study material. Understand the fundamental concepts, definitions, and principles.
2. Visualize the concepts: Try to visualize the magnetic fields, field lines, and their interactions with charges or currents. This will help you develop a better understanding of the concepts.
3. Practice numerical problems: Solve numerical problems related to magnetics regularly. This will help you apply the concepts and formulas, improving your problem-solving skills and reinforcing your understanding.
4. Analyze solutions: After solving problems, analyze the solutions provided in your study material or solution book. Understand the approach used, the reasoning behind each step, and any shortcuts or tricks employed.
5. Seek clarification: If you have any doubts or confusion regarding any concept or problem, don't hesitate to seek clarification from your teachers, classmates, or online forums. Clearing doubts will ensure a solid conceptual foundation.
By following these tips and consistently practicing, you can gradually improve your conceptual understanding of magnetics for the JEE Advanced exam.
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