Understanding Polarization at Different Phases?

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The discussion focuses on the state of polarization represented by different equations for electric fields Ex and Ey. The first case describes linear polarization with Ex and Ey being sine and cosine functions, indicating a phase difference of zero. The second case shows a phase shift of π/4 between Ex and Ey, suggesting elliptical polarization. The third case features both components as sine functions, indicating circular polarization. Understanding these representations is crucial for analyzing wave behavior in various contexts.
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Describe the state of polarization represented by
(here w = omega and TT = pi)

a) Ex = Esin(kz - wt) & Ey = Ecos(kz - wt)

b) Ex = Ecos(kz - wt) & Ey = Ecos(kz - wt + TT/4)

c) Ex = Esin(kz - wt) & Ey = Esin(kz - wt)
 
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Hi C, and welcome to PF.

How did you get past the template ? It has a purpose (see guidelines).
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