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A semicircular ring is present in the uniform magnetic field. Magnetic field is perpendicular to loop of ring. Assertion: Force `vec(F)` on each element of ring is different
Reason: Net force on ring must be perpendicular to magnetic field.

A

If both the assertion and reason are true and reason is a true explantion of the assertion.

B

If both the assertion and reason are true but the reason is not true the correct explantion of the assertion.

C

If the assertion is true but reason false

D

If both the assertion and reason are false.

Text Solution

Verified by Experts

The correct Answer is:
B

Magnetic force is always perpendicular to magnetic field and small element.
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A2Z-SOURCE AND EFFECT OF MAGNETIC FIELD-Section B - Assertion Reasoning
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  6. Statement 1: The net force on a closed circular current carrying loop ...

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  7. Statement 1: A rectangular current loop is in an arbitray oreintation ...

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  8. Statement 1: If a proton and an alpha-particle enter a uniform magneti...

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  9. A loosely wound helix made of stiff metal wire is mounted vertically w...

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  10. Statement 1: A charged particle is moving in a circular path under the...

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  11. Statement 1: When radius of a circular loop carrying current is double...

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  12. Assertion: The poles of magnet cannot be separated by breaking into tw...

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  13. Statement 1: A magnetic field independent of time can change the veloc...

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  14. Assertion: A closed current carrying loop behaves like a magnetic dipo...

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  15. Statement1: The magnetic filed at the ends of very long current carry...

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  16. A charge is projected in a region of magnetic field (no other field is...

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  17. A semicircular ring is present in the uniform magnetic field. Magnetic...

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  18. Assertion: Magnetic field at a point on the surface of long cylinderic...

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