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Standard XII

Physics

Magnetic Moment

Two magnets o...

Question

Two magnets of magnetic moments of $M_{1}, M_{2}$ are placed one over the other with like poles touching, then the resultant magnetic moment is:

M_{1} + M_{2}

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M_{1} - M_{2}

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\sqrt{M_{1}^{2} + M_{2}^{2}}

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\sqrt{M_{1}^{2} - M_{2}^{2}}

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Solution

The correct option is A $M_{1} + M_{2}$
Thye two vectors will be in the same direction, Hence the two vectors will add up.
Hence $M = M_{1} + M_{2}$

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Two magnets of magnetic moments of M1,M2 are placed one over the other with like poles touching, then the resultant magnetic moment is:

The correct option is A M1+M2Thye two vectors will be in the same direction, Hence the two vectors will add up.Hence M=M1+M2

Two magnets of magnetic moments of $M_{1}, M_{2}$ are placed one over the other with like poles touching, then the resultant magnetic moment is:

The correct option is A $M_{1} + M_{2}$
Thye two vectors will be in the same direction, Hence the two vectors will add up.
Hence $M = M_{1} + M_{2}$