Question: In Section 2.9.6, it was argued intuitively that Y(e j? ) = H(e j? ) X(e j? ), When Y(e j? ), H(e j? ),
In Section 2.9.6, it was argued intuitively that
Y(ej?) = H(ej?) X(ej?),
When Y(ej?), H(ej?), and X(ej?) are, respectively, the Fourier transforms of the output y [n], impulse response h[n], and input x[n] of a linear time-invariant system; i.e., Verify Eq. (p2.75-1) by applying the Fourier transform to the convolution sum given in Eq. (p2.75-2).
![y[n] = *[k]h[n k]. x[k]h[n - k=-00](https://dsd5zvtm8ll6.cloudfront.net/si.experts.images/questions/2022/11/636a501b6803d_707636a501b58028.jpg)
y[n] = *[k]h[n k]. x[k]h[n - k=-00
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