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A ray of light is incident at an angle of incidence of 60° on the glass slab of refractive index √3. After refraction the light ray emerges out from other parallel faces - Physics (Theory)

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Question

A ray of light is incident at an angle of incidence of 60° on the glass slab of refractive index `sqrt3`. After refraction the light ray emerges out from other parallel faces and the lateral shift between the incident ray and emergent ray is `4/sqrt3` cm. The thickness of the glass slab is ..........

Numerical
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Solution

Here, L = Lateral shift

L = `(d sin (i - r))/cos r`

By Snell’s law,

1 × sin i = `sqrt3` sin r

sin 60° = `sqrt3` sin r

sin r = `1/2`

r = 30°

So, `4sqrt3 = (d sin (60° - 30°))/(cos 30°)`

`4sqrt3` = d tan 30°

`4sqrt3 = d 1/sqrt3`

d = 12 cm

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Chapter 15: Refraction of Light at a Plane Interface : Total Internal Reflection : Optical Fibre - For Different Competitive Examinations [Page 788]

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Nootan Physics Part 1 and 2 [English] Class 12 ISC
Chapter 15 Refraction of Light at a Plane Interface : Total Internal Reflection : Optical Fibre
For Different Competitive Examinations | Q 2. | Page 788
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