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A Coin is Places at the Bottom of a Beaker Containing Water (Refractive Index = 4/3) to a Depth of 12 Cm. by What Height the Coin Appears to Be Raised When Seen from Vertically Above?

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A coin is places at the bottom of a beaker containing water (refractive index = 4/3) to a depth of 12 cm. By what height the coin appears to be raised when seen from vertically above? 

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Refractive index of the water, ЁЭЫНw = 4/3
Real depth at which the coin is places = 12 cm
Shift in the image = ?  

Shift = `"real depth"xx(1-1/µ)` 

Shift= `12(1-3/4)` 

R=12/4=3 cm

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When rays of light are incident on a glass slab then the incident ray and emergent ray are _________ each other.

  1. perpendicular
  2. parallel
  3. opposite
  4. concurrent

After tracing the path of a ray of light passing through a rectangular glass slab for four different values of the angle of incidence, a student reported his observations in tabular form as given below:

S.No ∠ i ∠ r ∠ e
I 30° 19° 29°
II 40° 28° 40°
III 50° 36° 50°
IV 60° 40° 59°

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(A) I

(B) II

(C) III

(D) IV


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(A) ∠i only

(B) ∠i and ∠r

(C) ∠i and ∠e

(D) ∠r and ∠e


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(i) Draw a labelled ray diagram showing the change in the path of the ray till it emerges from the glass slab.
(ii) Name the two rays that are parallel to each other.
(iii) Mark the lateral displacement in your diagram.


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