Physics, asked by khajashfaq5553, 1 year ago

A substance has critical angle 45° for yellow light. What is its refractive index ?

Answers

Answered by paramjeetkaur5pbjbnm
17
solutions:u=1/sin ic= 1/sin 45°=1/1/under root2
Answered by Anonymous
28

Answer:

√2

Explanation:

Refractive index is defined as the  the ratio of the speed of radiation such as the light in one medium like glass, air or a vacuum to that in an another medium. It also describes as how the light travels through a medium. It is a dimensionless measure and defines how much a light ray can bend when it enters from one medium to another.

Refractive Index = c/v

where c is the speed of light in a vacuum, and v is the velocity of light in the specified material. Thus for the yellow light -

μ = 1/sinic

= 1/sin45∘

= √2

Thus, the refractive index for yellow light will be √2.

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