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Problem
Problem
Find the thickness of a plate which will produce a change in optical path equal to half the wavelength
λ
\lambda
λ
of the light passing through it normally. The refractive index of the plate is
μ
\mu
μ
. (a)
λ
4
(
μ
−
1
)
\frac{\lambda}{4(\mu - 1)}
4
(
μ
−
1
)
λ
(b)
2
λ
μ
−
1
\frac{2\lambda}{\mu - 1}
μ
−
1
2
λ
(c)
λ
μ
−
1
\frac{\lambda}{\mu - 1}
μ
−
1
λ
(d)
λ
2
(
μ
−
1
)
\frac{\lambda}{2(\mu - 1)}
2
(
μ
−
1
)
λ
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