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Consider a signal with Fourier Series coefficients defined below (all other coefficients are equal to 0): a3 = e/²7/2 -17 a₁ = a_₁ = 1 a₂ = 1 +j a_2 = 1-j a) In time domain, is this a periodic or aperiodic signal? b) Plot the real and imaginary components of the coefficients as a function of k c) Plot the magnitude and phase of the coefficients as a function of k a_3 = e

Consider a signal with Fourier Series coefficients defined below (all other coefficients are equal to 0): $a_{1}=a_{−1}=1a_{2}=1+ja_{−2}=1−ja_{3}=e_{j2π}a_{−3}=e_{−j2π}$ a) In time domain, is this a periodic or aperiodic signal? b) Plot the real and imaginary components of the coefficients as a function of $k$ c) Plot the magnitude and phase of the coefficients as a function of $k$

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