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A thin symmettrical double convex lens of refractive index mu_(2)-1.5 is placed between a medium of refractiv eindex mu_(1)=1.4 to the left and another medium of refractive index mu_(3)=1.6 to the right.Then the system behaves as

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a convex LENS
a concave lens
a glass PLATE
a convexo concave lens

Solution :For first refraction surface.
For parallel beam of light, `(-mu_(1))/(u)+(mu_(2))/(V)=(mu_(2)-1)/(R )`
`rArr -(1.4)/(0oo)+(1.5)/(V)=(1.5-1.4)/(R )rArrV=15R`
For second refraction surface,
`-(mu_(2))/(1.5r)+(mu_(3))/(V)=(mu_(2))/®`
`rArr -(1.5)/(15R)+(1.6)/(V)=(1.6-1.5)/(R)rArrV'=oo`
Hence ,the combination behaves as glass plate


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