Establish that at near-normal incidence the equation is a good approximation. [Use the results of the previous

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Establish that at near-normal incidence the equation

(n - n + 1 [le; -0 п

is a good approximation. [Use the results of the previous problem, Eq. (4.43), and the power series expansions of the sine and cosine functions.]

tan (0; – 0) (4.43) tan (0; + 0) %3|

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Optics

ISBN: 978-0133977226

5th edition

Authors: Eugene Hecht

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Question Posted: Jan 03, 2019 06:55 AM

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Establish that at near-normal incidence the equation is a good approximation. [Use the results of the previous

Question:

(n - n + 1 [le; -0 п tan (0; – 0) (4.43) tan (0; + 0) %3|

Step by Step Answer:

cos i t cos i t 1 2 2 i n multiplyi...View the full answer

Optics

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