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(Solved): The magnitude spectrum of a discrete time Fourier transform (DTFT) coefficient, X(N)| is shown in ...
![(a)
The DTFT expression for magnitude spectrum in Figure T1 is [X(N)]:
2 cos(302). Prove that its inverse DTFT is an aperiodi](https://media.cheggcdn.com/media/c18/c18bdd60-1e09-4569-8f81-4991dbedaaee/phpu256b0)
The magnitude spectrum of a discrete time Fourier transform (DTFT) coefficient, X(N)| is shown in Figure T1. Magnitude Spectrum X(M)=2cos(3) 2.5 0 ?/2 ? Figure T1 |X(S2)| 2 1.5 0.5 0 -T -?/2 ?
(a) The DTFT expression for magnitude spectrum in Figure T1 is [X(N)]: 2 cos(302). Prove that its inverse DTFT is an aperiodic discrete-time signal given by x[n] = 8[n + 3] + 8[n ? 3].