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Class 12 Physics
Moving Charges And Magnetism
Quiz 1
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According to Ampere's Circuital law
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a
0%
b
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c
0%
d
Explanation
b
Two identical bar magnets each of dipole moment p and length I are perpendicular to each other as shown in Fig. The dipole moment of the combination is:
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√2 p
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\(\frac{p}{√2}\)
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P
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2p
Explanation
√2 p
The current sensitibility of a moving coil galanometer increases with decrease in:
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magnetic field
0%
area of a coil
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number of turns
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None of these
Explanation
None of these
A current carring coil is placed in a uniform magnetic field. If the coil turns through an angle θ, then the torque is directly proportional to:
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sin θ
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cos θ
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cot θ
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tan θ
Explanation
cos θ
The sensitivity of a tangent galvanometer can be increased by increasing:
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the radius of the coil
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the external magnetic field
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the number of turns of the coil
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all the above
Explanation
the external magnetic field
The permeability of a paramagnetic substance is:
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very large
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small but more than unity
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less than unity
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negative
Explanation
small but more than unity
Which of the following shows that the earth behaves as a magnet?
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Repulsion between like poles .
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Attraction between unlike poles
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Null points in the magnetic field of a bar magnet
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No existence of isolated magnetic poles
Explanation
Null points in the magnetic field of a bar magnet
What is the angle of dip at the magnetic poles?
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30°
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0°
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45°
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None of these
Explanation
None of these
A charged particle of mass m and charge q travels on a circular path of radius r i.e., perpendicular to the magnetic field B. The time taken by particle to complete on revolution is :
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\(\frac{2πqB}{m}\)
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\(\frac{2πm}{qB}\)
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\(\frac{2πmq}{B}\)
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\(\frac{2πq^2B}{m}\)
Explanation
\(\frac{2πm}{qB}\)
Circular loop of radius 0.0157 m carries a current 2 A. The magnetic field at the centre of the loop is :
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1.57 × 10
-3
Wb/m²
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8.0 × 10
-5
Wb/m²
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2.0 × 10
-3
Wb/m²
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3.l4 × 10
-1
Wb/m²
Explanation
8.0 × 10
-5
Wb/m²
What happens to the magnetic field at the centre of a circular current carrying coil if we double the radius of the coil keeping the current unchanged?
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halved
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doubled
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quadrupled
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remains unchanged
Explanation
halved
When we double the radius of a coil keeping the current through it unchanged, what happens to the magnetic field directed along its axis at far off points?
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halved
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doubled
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quadrupled
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remains unchanged
Explanation
remains unchanged
The strength of the magnetic field around an infinite current carrying conductor is :
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same everywhere
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inversely proportional to the distance
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directly proportional to the distance
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None of these
Explanation
inversely proportional to the distance
A current carrying power line carries current from west to east. Then the direction of the magnetic field 2 m above it is :
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west to east
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south to north
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north to south
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None of these
Explanation
north to south
The force between two parallel current carrying conductors is F. If the current in each conductor is doubled, then the force between them becomes :
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4F
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2F
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F
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\(\frac{F}{4}\)
Explanation
4F
How much force will be experienced by a moving charge in a magnetic field? The symbols have their usual meanings.
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\(\vec{F}\) = q(\(\vec{v}\).\(\vec{B}\))
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\(\vec{F}\) = \(\frac{q}{(\vec{v}.\vec{B})}\)
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\(\vec{F}\) = \(\frac{q}{2}\)\((\vec{v}×\vec{B}\))
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\(\vec{F}\) = q(\(\vec{v}\)×\(\vec{B}\))
Explanation
\(\vec{F}\) = q(\(\vec{v}\)×\(\vec{B}\))
Which of the following is not a unit of magnetic induction?
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gauss
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tesla
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oersted
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weber/metre²
Explanation
oersted
The magnetic field produced by an / meter long straight (x cry thin) current (I) carry ing conductor at any point on itself is :
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zero
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infinite
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\(\frac{µ_0l}{4πl}\)
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\(\frac{µ_0l}{2πl}\)
Explanation
zero
A charge + q is sent through a magnetic field. The force acting on it is maximum w hen the angle between the direction of motion of the charged particle and the magnetic field :
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0°
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45°
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90°
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180°
Explanation
90°
An electron having mass 'm' and Kinetic energy E enters in uniform magnetic field B perpendicular, then its frequency will be:
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\(\frac{eE}{qmB}\)
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\(\frac{2πm}{eB}\)
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\(\frac{eB}{2πm}\)
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\(\frac{2m}{eBE}\)
Explanation
\(\frac{eB}{2πm}\)
0 h : 0 m : 1 s
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