Consider a Fourier series of the following form: Σ in f(x) = inkor 1+nª° Is f(x) a purely real function of x, a purely imaginary function of r, or neither purely real nor purely imaginary? Why or why not?

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Consider a Fourier series of the following form:
f(x) = >
in
cinkoz
1+n4
Is f(x) a purely real function of r, a purely imaginary function of x, or neither purely real nor
purely imaginary? Why or why not?
Transcribed Image Text:Consider a Fourier series of the following form: f(x) = > in cinkoz 1+n4 Is f(x) a purely real function of r, a purely imaginary function of x, or neither purely real nor purely imaginary? Why or why not?
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