- A coil of inductance 8.4 mH and resistance 6 : is
connected to a 12 V battery. e current in the coil
is 1.0 A at approximately the time
(a) 500 s (b) 20 s (c) 35 ms (d) 1 ms - In the circuit shown in
gure, the A.C. source
gives a voltage V = 20
cos (2000 t). Neglecting
source resistance,
the voltmeter and
ammeter readings will
be
(a) 0 V, 0.47 A (b) 1.68 V, 0.47 A
(c) 0 V, 1.4 A (d) 5.6 V, 1.4 A - A resistance of 20 : is connected to a source of an
alternating potential V = 220 sin (100 pt) V. e
time taken by the current to change from its peak
value to rms value, is
(a) 0.2 s (b) 0.25 s
(c) 25 × 10–3 s (d) 2.5 × 10–3 s - Two parallel vertical metallic
rails AB and CD are separated
by 1 m. ey are connected
at the two ends by resistances
R 1 and R 2 as shown in gure.
A horizontal metallic rod of
mass 0.2 kg slides without
friction, vertically down
the rails under the action
of gravity. ere is a uniform horizontal magnetic
field of 0.6 T perpendicular to the plane of the
rails. When the terminal velocity is attained, the
power dissipated in R 1 and R 2 are 0.76 W and
1.2 W respectively. Find the terminal velocity of
the rod and the resistance R 1 and R 2.
(a) 1 m s–1, 0.47 :, 0.30 : (b) 2 m s–1, 0.30 :, 0.30 :
(c) 1 m s–1, 0.47 :, 0.50 : (d) 2 m s–1, 0.30 :, 0.47 : - e network shown in Figure, is a part of a complete
circuit. What is the potential dierence VB – VA,
when the current I is 5A and is decreasing at a
rate of 10^3 (A s–1)?
5 mHΩ 4 50 Fμ
6 Ω
A
V
FM
I
mg
R 1
A R^2 C
B D
A B
I
I 1 W 15 V5 mH
(a) 5 V (b) 15 V (c) 10 V (d) 0.5 V
- A circular wire loop of radius R is placed in the x-y
plane centered at the origin O. A square loop of side a
(a << R) having two turns is placed with its center at
z = 3 R along the axis of the circular wire loop,
as shown in gure. e plane of the square loop
makes an angle of 45° with respect to the z-axis. If
the mutual inductance between the loops is given
by
μ 02
2 2
a
p/R
, then nd the value of p.
z
a
y
x
R
45°
3 R
(a) 1 (b) 3 (c) 5 (d) 7
- At a moment (t = 0) when
charge on capacitor C 1 is zero,
the switch is closed. If i 0 be
the current through inductor
at that instant, for t > 0,nd
the maximum charge on C 1.
(a) iC L
(^01) CC 12 +
(b) iC
L
(^02) CC 12 +
(c) i
L
(^0) CC 12 +
(d) iC
CC
(^01) L
12 +
- A fully charged capacitor C with initial charge q 0
is connected to a coil of self inductance L at t = 0.
Find the time at which the energy is stored equally
between the electric and the magnetic elds.
(a) π
2
LC (b)
π
4
LC (c)
π
8
LC (d) π LC
S
L
C 2
C 1