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A thin lens focal length f(1) and its ap...

A thin lens focal length `f_(1)` and its aperture has diameter `d`. It forms an image of intensity `I`. Now the central part of the aperture up to diameter`(d)/(2)` is blocked by an opaque paper. The focal length and image intensity will change to

A

`f//2, l//2`

B

`f, l//4`

C

`3f//4, l//2`

D

`f, 3l//4`

Text Solution

Verified by Experts

The correct Answer is:
C

lnitial area `=(pid^(2))/(4)`
after blockening, area that allows light `=(pid^(2))/(4)-(pid^(2))/(16)=(3)/(4).(pid^(2))/(4)`
its is `(3)/(4)th` of the total area of the lens would allow the light, hence Intensity is now `(3I)/(4)` . There will be no change in focal lenght
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RESONANCE-GEOMATRICAL OPTICS -Exercise-1
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