a light incident at an interface at an angle 60 is refracted into another medium at an angle 30 if its speed in the first medium is c then its speed n the second medium is
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Answered by
34
according to Snell's law
c/n =1N2 = sini/sine
so, c/n = sin60°/sin30°
c/n= √3/2×2/1
c/n = √3
so, n = c/√3
c= 3 × 10to the power 8
thus speed n = √3 × 10^8 m/sec
I hope it helps
c/n =1N2 = sini/sine
so, c/n = sin60°/sin30°
c/n= √3/2×2/1
c/n = √3
so, n = c/√3
c= 3 × 10to the power 8
thus speed n = √3 × 10^8 m/sec
I hope it helps
Answered by
4
α= angle of incidence
β = angle of emergence
c = speed in medium 1
n = speed in medium 2
acc. to snell's law = c x sinα = n x sinβ
here α = 60, β = 30
so, c x sin60 = n x sin30
c/n = sin30/sin 60
= 1/2 x 2/
=
∴ n = c/
hope it helped
:)
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