Two coherent sources S1 and S2 produce interference fringes. If a thin mica plate is introduced in the path of light from S1 then the central maximum
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a
shift towards S2
b
shift towards S1
c
do not shift to any side
d
disappear
answer is B.
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Detailed Solution
Length optical path which is equivalent to length l1= optical path of ray (1)=S1a+μ(ab)+bp.l2= optical path of ray (2)=S2PBut P will be the position of central maximum. If l1=l2.This is possible only when P moves on the side of S1 which is covered.