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An upright object is placed at a distanc...

An upright object is placed at a distance of `40cm` in front of a convergent less of focal length `20cm`. A convergent mirror of focal length `10cm` is placed at a distance of `60cm` on the other side of the lens. The position and size of the final image will be:

A

40 cm from the convergent lens, twice the size of the object

B

20 cm from the convergent mirror, twice the size of the object

C

20 cm from the convergent mirror, same size as the object

D

40 cm from the convergent mirror, same size as the object

Text Solution

Verified by Experts

The correct Answer is:
D


(1) For first refraction by lens
`4=-40cm =-2f implies v+2f =+40cm`
`m=v/u=-1`
(2) For reflection by mirror
`u=-(60-20)=-40cm=-2f`
`impliesv=-2f=-40cm`
`m=-v/u=-1`
(3) For second refraction by lens
u = - (60-20)=-40 cm = -2f
`impliesv=2f=40cmimplies m=v/u=-1`
`implies` image is at same position as object `m_("net") =(-1).(-1).(-1)=-1`
`implies ` image is of same size and inverted .
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