Two transparent media of refractive indices ${\mu }_{1}and{\mu }_3$  have a solid lens shaped transparent material of refractive index  ${\mu }_2$ between them as shown in figures in Column II. A ray traversing these media is also shown in the figure. In column I, different relationships between ${\mu }_1,{\mu }_{2}and{\mu }_3$ are given. Match them to the ray diagram shown in Column II.

	COLUMN-I		COLUMN-II
I)	${\mu }_1<{\mu }_2$	P)
II)	${\mu }_1>{\mu }_2$	Q)
III)	${\mu }_2={\mu }_3$	R)
IV)	${\mu }_2>{\mu }_3$	S)
		T)

 

$\left(A\right)\to$ Since ${\mu }_1<{\mu }_2,$ the ray of light will bend forwards normal after first refraction 
$\left(B\right)\to {\mu }_1>{\mu }_2,$  the ray of light will bend away from the normal after first refraction 
$\left(C\right)\to Since{\mu }_2={\mu }_3$ means in second refraction there will be no change in the path of ray of light 
$\left(D\right)\to Since{\mu }_2>{\mu }_3,$ ray of light will bend away from the normal after second refraction.
Therefore the correct options are as under
 $\left(A\right)\to 1,3 \left(B\right)\to 2,4,5 \left(C\right)\to 1,3,5 \left(D\right)\to 2,4$