Determine the refractive index of benzene if the critical angle of benzene with respect to air is 42 degrees
Answers
Answered by
45
Explanation:
Given: the critical angle is 42
∘
To find the refractive index of benzene
Solution:
Let the critical angle be C and refractive index be μ.
According to Snell’s Law,
C=sin −1 ( μ1 )⟹42 ∘ =sin −1 ( μ1 )⟹sin(42 ∘ ) μ= 0.671=1.49is the required refractive index of benzene.
Answered by
17
refractive index =1.49
Explanation:
critical angle of benzene =42
we know that sin c =1/refractive index
sin 42 = 1/refractive index of benzene
refractive index of benzene = 1/sin 42 =1/0.6691 = 1.49
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