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Calculate the refractive index of a material, when angle of incidence in air is 50° and angle of refraction in the material is 36°.

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Question

Calculate the refractive index of a material, when angle of incidence in air is 50° and angle of refraction in the material is 36°.

Numerical
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Solution

\[ \mu = \frac{\sin i}{\sin r} \]

\[ = \frac{\sin 50^\circ}{\sin 36^\circ} \]

\[ = \frac{0.7660}{0.5878} \]

≈ 1.30

The refractive index of the material is approximately 1.30.

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Chapter 4: Refraction of Light - NUMERICAL PROBLEMS ON REFRACTION OF LIGHT THROUGH OPTICAL SLABS [Page 76]

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Goyal Brothers Prakashan A New Approach to ICSE Physics [English] Class 10
Chapter 4 Refraction of Light
NUMERICAL PROBLEMS ON REFRACTION OF LIGHT THROUGH OPTICAL SLABS | Q 2. | Page 76
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