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Q.

Two magnets of magnetic moments M and $\sqrt{3} M$ are joined to form a cross +. The combination is suspended freely in a uniform magnetic field. In the equilibrium position, the angle between the magnetic moment M and the field is:

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a

45°

b

90°

c

30°

d

60°

answer is C.

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Detailed Solution

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Question Image

${MB}_{H} \sin θ = \sqrt{3} {MB}_{H} \sin (90 - θ) \tan θ = \sqrt{3}, θ = 60^{\circ}$

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Two magnets of magnetic moments M and 3M are joined to form a cross +. The combination is suspended freely in a uniform magnetic field. In the equilibrium position, the angle between the magnetic moment M and the field is: