8.48* Prove that the degree of polarization (V,) of reflected light can be expressed as R - R R_ + R, [Hint: For unpolarized reflected light I,| = I, 1, whereas for polarized reflected light I, = I,1 – I|]
8.48* Prove that the degree of polarization (V,) of reflected light can be expressed as R - R R_ + R, [Hint: For unpolarized reflected light I,| = I, 1, whereas for polarized reflected light I, = I,1 – I|]
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Chapter1: Units, Trigonometry. And Vectors
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Prove that the degree of polarization (Vr) of reflected light can
be expressed as:
Vr = R⊥− R∥ / R⊥+ R∥
![8.48* Prove that the degree of polarization (V,) of reflected light can
be expressed as
R - R
V,
R_ + R
[Hint: For unpolarized reflected light I = I,1, whereas for polarized
reflected light I, = I,1 – I|.]](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fc01dc935-4cfa-4e86-a1c7-a19476382672%2Fbfd7b977-0474-44f1-93dd-f2583c5e7a98%2Foscy84k_processed.png&w=3840&q=75)
Transcribed Image Text:8.48* Prove that the degree of polarization (V,) of reflected light can
be expressed as
R - R
V,
R_ + R
[Hint: For unpolarized reflected light I = I,1, whereas for polarized
reflected light I, = I,1 – I|.]
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