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Polarized wave can be mathematically represented as sum of ________

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Polarized wave can be mathematically represented as sum of ________

(a) Four orthogonal components

(b) Two spatially adjacent components

(c) Two spatially orthogonal components

(d) Six orthogonal components

I have been asked this question during an internship interview.

Origin of the question is Reflection in division Mobile Radio Propagation: Large – Scale Path Loss of Wireless/Mobile

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Right option is (c) Two spatially orthogonal components

The best I can explain: A polarized wave may be mathematically represented as sum of two spatially orthogonal components. For an arbitrary polarization, super position may be used to compute the reflected fields from a reflecting surface.

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