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A current carrying circular loop is placed in an infinite plane if φ1 is the magnetic flux through the inner region and φ0 is magnitude of magnetic flux through the outer region, then  
  • a)
    φi > φ0
  • b)
    φi < φ0
  • c)
    φi = - φ0
  • d)
    φi = φo
Correct answer is option 'C'. Can you explain this answer?
Verified Answer
A current carrying circular loop is placed in an infinite plane if &ph...
As magnetic field lines always form a closed loop, hence every magnetic field line creating magnetic flux in the inner region must be passing through the outer region. Since flux in two regions are in opposite direction,
∴ φi = - φ0
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Most Upvoted Answer
A current carrying circular loop is placed in an infinite plane if &ph...
Explanation:

Given:
- Current carrying circular loop is placed in an infinite plane.
- φ1 is the magnetic flux through the inner region.
- φ0 is the magnitude of magnetic flux through the outer region.

Analysis:
- The magnetic flux through the inner region (φ1) will be equal in magnitude but opposite in direction to the magnetic flux through the outer region (φ0).
- This is due to the fact that the magnetic field lines due to the current carrying loop pass through both the inner and outer regions.

Conclusion:
- Therefore, the correct relationship between the two magnetic fluxes is φi = - φ0, where φi is the magnetic flux through the inner region and φ0 is the magnitude of magnetic flux through the outer region.
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A current carrying circular loop is placed in an infinite plane if φ1 is the magnetic flux through the inner region and φ0is magnitude of magnetic flux through the outer region, then a)φi > φ0b)φi < φ0c)φi = - φ0d)φi = φoCorrect answer is option 'C'. Can you explain this answer?
Question Description
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