A ray of light is traveling from the medium water to a medium of refractive index 1.5
If the iw = 4/3 then the critical angle for the second medium
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Answered by
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Answer:
When a light ray travels from denser to rarer medium, then the angle of incidence for which the refracted ray becomes parallel to the interface(∠r=90
∘
), is known as critical angle for that pair of media.
Here, the denser medium is Glass μ
g
=
3
5
&
the rarer medium is water μ
w
=
3
4
Applying Snell's law at the interface of the two media, we have
μ
g
×Sin i
c
=μ
w
×Sin r
From definition, we know,
∠r=90
∘
⇒μ
g
×Sin i
c
=μ
w
×Sin 90
∘
⇒
3
5
×Sin i
c
=
3
4
⇒Sin i
c
=
(
3
5
)
(
3
4
)
⇒Sin i
c
=
5
4
⇒i
c
=Sin
−1
(
5
4
)
Explanation:
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