Light with a wavelength in vacuum of 578 nm falls perpendicularly on a biological specimen that is 1.10 um thick. The light splits into two beams polarized at right angles, for which the indices of refraction are n, = 1.320 and n, = 1.333, respectively. (a) Calculate the wavelength of each component of the light while it is traversing the specimen. (Give your answers to at least one decimal place.) nm nm (b) Calculate the phase difference between the two beams when they emerge from the specimen. Need Help? Read It

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Light with a wavelength in vacuum of 578 nm falls perpendicularly on a biological specimen that is 1.10 µm thick. The light splits into two beams polarized at right angles, for which the indices of
refraction are n,
1.320 and n2
1.333, respectively.
(a) Calculate the wavelength of each component of the light while it is traversing the specimen. (Give your answers to at least one decimal place.)
nm
Ang
Anz
nm
(b) Calculate the phase difference between the two beams when they emerge from the specimen.
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Transcribed Image Text:Light with a wavelength in vacuum of 578 nm falls perpendicularly on a biological specimen that is 1.10 µm thick. The light splits into two beams polarized at right angles, for which the indices of refraction are n, 1.320 and n2 1.333, respectively. (a) Calculate the wavelength of each component of the light while it is traversing the specimen. (Give your answers to at least one decimal place.) nm Ang Anz nm (b) Calculate the phase difference between the two beams when they emerge from the specimen. Read It Need Help?
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