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Fourier Transform and Fourier Series

Please see attached for assignment specifics. Thank-you

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Solution Summary

The solution consists of two parts. In the first part, velocity of an EM wave propagating in an insulator is calculated, then its wavelength and magnetic field amplitude are determined.
In the second part, Fourier transfrom and Fourier Series are explained. How a function can be approximated by a series of sine and cosine functions is illustrated.

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