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Byju's Answer
Standard XII
Physics
Ampere's Circuital Law
Gauss law in ...
Question
Gauss law in magnetism,
∮
→
B
.
d
→
A
=
0
, tells us
A
that magnetic mono pole exist.
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B
that magnetic mono pole does not exist.
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C
Net magnetic flux through any closed surface is not zero.
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D
The number of magnetic field lines entering the closed surface is not equal to the number of magnetic field lines leaving the closed surface.
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Solution
The correct option is
B
that magnetic mono pole does not exist.
From Gauss Law in Magnetism,
∮
→
B
.
d
→
A
=
0
We can conclude that -
(
i
)
Net magnetic flux through any closed surface is always zero.
(
i
i
)
The number of magnetic field lines entering the closed surface is always equal to the number of magnetic field lines leaving the closed surface.
This indicates that magnetic mono pole does not exist.
Hence, option
(
B
)
is the correct answer.
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4
Similar questions
Q.
Gauss law in magnetism concludes that
Q.
Write gauss law for magnetism ?
Q.
(a) State Gauss' law for magnetism.
(b) How this differs from Gauss' law for electrostatics?
(c) Why is the difference in the two cases?
Q.
Statement-1: The gauss law for magnetism states that
∮
→
B
.
d
→
A
=
0
.
Statement-2; Magnetic monopoles do not exist
Q.
(a) Write Gauss' law for magnetism in the form of Maxwell's equation.
(b) Write the value of
1
√
μ
0
ε
0
.
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