MCQ
Two coherent sources whose frequency ratio is $100: 1$ used to generate interference fringes. The ratio of maximum and minimum intensity in fringes will be :
- A$100: 1$
- ✓$121: 81$
- C$1: 1$
- D$5: 1$
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$\begin{array}{|l|l|} \hline Column\,\,-I & Column\,\,-\,\,II\,\, \\ \hline 1.\,\,m=-2 & a.\,\,Convex\,\,mirror \\ \hline 2.\,\,m=\,\,\frac{-1}{2} & b.\,\,Concave\,\,mirror \\ \hline 3.\,\,m=+2 & c.\,\,Real\,\,Image \\ \hline 4.\,\,m=\,\,\frac{+1}{2} & d.\,\,Virtual\,\,image \\ \hline \end{array}$

(Given $1 u= 931 Mev$ )