Question #180619

A ray of light in air (n=1.00) strikes a block of quartz at an angle of incidence of 30o. The angle of refraction of refraction is 20o. What is the index of refraction of the quartz?



Expert's answer

Here,

Refractive index of medium 1(air) μ1=1.00\mu_1= 1.00

Angle of incidence of light θ1=30°\theta_1=30^{\degree}

Angle of refraction of light θ2=20°\theta_2=20^{\degree}

and let refractive index of medium 2(quartz) =μ2=\mu_2


Applying Snell's Law of refraction


μ1sinθ1=μ2sinθ2 (1.00)sin30=μ2sin20 μ2=sin30sin20=0.50.34=1.46\mu_1sin\theta_1=\mu_2sin\theta_2\\ \ \\(1.00)sin30=\mu_2sin20\\ \ \mu_2=\dfrac{sin30}{sin20}=\dfrac{0.5}{0.34}=1.46

Hence, the refractive index of quartz is 1.46

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