The graph gives the variation of magnitude of magnetic field (B) that exists throughout a conducting loop. with direction of the field perpendicular to the plane of the loop. The regions of graph according to magnitude of emf induced in decreasing order is: |
$b=d> c=a$ $b>d>c>a$ $d>b>c> a$ $b>d>c=a$ |
$b>d>c=a$ |
The correct answer is Option (4) → $b>d>c=a$ Magnetic field in the region C is constant. Thus, no emf will be induced in that region. Also, there exists no magnetic field in region A. Thus, no emf will be generated. $⇒c=a=0$ Now, Slope in region B is much greater than region D which suggest that the change in magnetic flux is greater in region B and thus emf will be greater. $∴b>d<c=a$ |