2018-10-01_Physics_For_You

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(ii)

P d ca

b

v
(i)

v

× × ×

× × ×

× × ×

(a) a (b) b (c) c (d) d


  1. An inductor of inductance L = 400 mH and resistors
    of resistances R 1 = 2 : and R 2 = 2 : are connected
    to a battery of emf 12 V as shown in the gure. e
    internal resistance of the battery is negligible. e
    switch S is closed at t = 0. e potential drop across
    L as a function of time is
    (a) 6e–5t V


(b)^123
t

e−tV

(c) 61

1
−^02










e. V

(d) 12e–5t V


  1. e horizontal component of the earth’s magnetic
    eld at a place is 4.0 × 10–4 T and the dip is 45°.
    A metal rod of length 20 cm is placed in the
    north-south direction and is moved at a constant
    speed of 5 cm s–1 towards east. Calculate the emf
    induced in the rod.
    (a) 4 × 10–6 V (b) 2 × 10–6 V
    (c) 6 × 10–4 V (d) 4 × 10–8 V


L

E

S R^2

R 1

NEET / AIIMS
Only One Option Correct Type


  1. An emf of 15 V is applied in a circuit coil containing
    5 H inductance and 10 : resistance. e ratio of
    the currents at time t = f and t = 1 s is


(a)

e
e

12

(^121)
/
/ − (b)^
e
e
2
(^2) − 1
(c) 1 – e–1 (d) e–1



  1. e resistance and inductance of series circuit are
    5 : and 20 H, respectively. At the instant of closing
    the switch, the current is increasing at the rate
    4 A s–1. e supply voltage (in V) is
    (a) 20 (b) 80 (c) 120 (d) 100

  2. A pair of coils of turns n 1 and n 2 are kept close
    together. Current passing through the rst is
    reduced at the rate r, and emf 3 mV is developed
    across the other coil. If the second coil carries
    current which is then reduced at the rate 2r, then
    the emf produced across the rst coil will be


(a)

(^61)
2
n
n
mV (b)
(^62)
1
n
n
mV
(c) 6 mV (d)


3


2


mV


  1. A conducting loop being pulled out of magnetic
    eld with a speed v. Which of the following plots
    may represent the power delivered by the pulling
    agent as a function of the speed v?


Electromagnetic Induction


and Alternating Current


Class XII


Total Marks : 120 Time Taken : 60 Min.

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