Question #92809

A ray of light is incident on an equilateral glass prism shows minimum deviation is 30°. Calculate the speed of light through prism?

Expert's answer

Let A=60∘A=60^{\circ} be the angle of the prism, D=30∘D=30^{\circ} be the angle of minimum deviation, then the refractive index nn of the material of the prism can be calculated using the formula

n=sin⁡(A+D)/2sin⁡A/2=2.n=\frac{\sin (A+D)/2}{\sin A/2}=\sqrt{2}.

Let c=300000 km/hc=300000\, km/h be the speed of light in vacuum. The speed vv of light through prism can be calculated using the formula

v=c/n≈212132 km/h.v=c/n \approx 212132 \, km/h.


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