Last Updated On 16-03-2023 - By Jeesha Sara
A hope and a solid cylinder of same mass and radius are made of a permanent magnetic material with their magnetic moment parallel to their respective axes. But the magnetic moment of hoop is twice of solid cylinder. They are placed in a uniform magnetic field in such a manner that their magnetic moments make a small angle with the field. If the oscillation periods if hoop and cylinder are Th and Tc respectively, then:
(a)
Th=0.5 Tc
(b)
Th=2 Tc
(c)
Th=1.5 Tc
(d)
Th=Tc
A hope and a solid cylinder of same mass and radius are made of a permanent magnetic material with their magnetic moment parallel to their respective axes. But the magnetic moment of hoop is twice of solid cylinder. They are placed in a uniform magnetic field in such a manner that their magnetic moments make a small angle with the field. If the oscillation periods if hoop and cylinder are Th and Tc respectively, then:
(a)
Th=0.5 Tc
(b)
Th=2 Tc
(c)
Th=1.5 Tc
(d)
Th=Tc
Question ID - 50258 :-
A hope and a solid cylinder of same mass and radius are made of a permanent magnetic material with their magnetic moment parallel to their respective axes. But the magnetic moment of hoop is twice of solid cylinder. They are placed in a uniform magnetic field in such a manner that their magnetic moments make a small angle with the field. If the oscillation periods if hoop and cylinder are Th and Tc respectively, then:
(a)
Th=0.5 Tc
(b)
Th=2 Tc
(c)
Th=1.5 Tc
(d)
Th=Tc
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A hope and a solid cylinder of same mass and radius are made of a permanent magnetic material with their magnetic moment parallel to their respective axes. But the magnetic moment of hoop is twice of solid cylinder. They are placed in a uniform magnetic field in such a manner that their magnetic moments make a small angle with the field. If the oscillation periods if hoop and cylinder are Th and Tc respectively, then: |
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|
(a) |
Th=0.5 Tc |
(b) |
Th=2 Tc |
|
(c) |
Th=1.5 Tc |
(d) |
Th=Tc |
Next Question :
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The electric field of a plane polarized electromagnetic wave in free space at time t=0 is given by an expression |
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(a) |
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(b) |
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(c) |
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(d) |
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(x, y) = 10
cos [(6x+8z)] The magnetic field 
(x, z, t) is given by :(c is the velocity of light)
= (6
+8
)cos [(6x−8z+10ct)]
(6
−8
)cos[(6x+8z−10ct)]
(6
+8
)cos[(6x+8z−10ct)]
(6
−8
)cos[(6x+8z+10ct)]View Topper Answer
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