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Question

Question: A ray of light incident at an angle \(\theta\)on a refracting face of a prism emerges from the other...

A ray of light incident at an angle θ\thetaon a refracting face of a prism emerges from the other face normally If the angle of the prism is 50 and the prism is made of a material of refractive index 1.5,the angle of incidence is

A

7.50

B

50

C

150

D

2.50

Answer

7.50

Explanation

Solution

: According to the question, ray emerges from other surface of prism normally,

\thereforeAngle of incidence at second face,

Now,

r=Ar=50=5\Rightarrow \mathrm { r } = \mathrm { A } - \mathrm { r } ^ { \prime } = 5 ^ { \circ } - 0 ^ { \circ } = 5 ^ { \circ }

Using snell’s law

or

θ=i=sin1(0.131)=7.5\Rightarrow \theta = \mathrm { i } = \sin ^ { - 1 } ( 0.131 ) = 7.5