Apparant distance between bubble and its image

A Glass Slab ( refractive index=μ ) of height "h" is silvered at bottom surface.
There is an air bubble "d" distance below the top surface.
The observer is vertically above the bubble. The apparant distance belween the bubble and its image will be ??

7 Answers

1
Anika Jain ·

Is it an objective question or subjective ??

1
Sushma Reddy ·

Yes, its an objective qus. The options are:-

(a) 2μ (h-d)
(b) 2(h-d)/(μ-1)
(c) d ( 1+1/μ )
(d) 2d/μ
(e) 2(h-d)/μ

33
Abhishek Priyam ·

U mean this...

1
Sushma Reddy ·

Yes Abhishek .. this is what the question is all about [1]

·

Image formed by a mirror (spherical/plane) is independent of medium.

So, Apparant depth of bubble = d/μ

and Apparant depth of image = ( h+ (h-d) )/μ

So the distance between these two comes out to be 2(h-d)/μ

So the correct option is (e) [1]

1
rockstar ·

yes, as explained by lokesh, the ans. is e

1
prashant singh ·

@sushma
as observer is seeing frm just above (perpndclr) so it becomes like simple case

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