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A straight wire and a circular loop both...

A straight wire and a circular loop both carrying currents are in the same vertical plane. There is no contact between the two at the point A. If `B_(1)` and `B_(2)` are magnetic fields due to `i_(1)andi_(2)` respectively at the point C, the centre of the loop, then the total field at C is:

A

Zero

B

`(B_(1)-B_(2))or(B_(2)-B_(1))`

C

`(B_(1)+B_(2))` perpendicular to the plane of the loop towards us

D

`(B_(1)+B_(2))` perpendicular to the plane of the loop away from us

Text Solution

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The correct Answer is:
C
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VMC MODULES ENGLISH-MOVING CHARGES & MAGNETISM -ENABLE
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