Suppose that h[n] and x[n] are identical rectangle functions: 1 -5≤n≤5 0 otherwise x[n] = h[n] = (a) Find y[n] = h[n]* x[n] by calculating the convolution. (b)Find H(w). (c) Find Y(u) = H(w)X(w)

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Suppose that h[n] and x[n] are identical rectangle functions:
1 -5≤n≤5
x[n] = h[n] =
10 otherwise
(a) Find y[n] = h[n] * x[n] by calculating the convolution.
(b)Find H(w).
(c) Find Y(w) H(w)X(w)
=
Transcribed Image Text:Suppose that h[n] and x[n] are identical rectangle functions: 1 -5≤n≤5 x[n] = h[n] = 10 otherwise (a) Find y[n] = h[n] * x[n] by calculating the convolution. (b)Find H(w). (c) Find Y(w) H(w)X(w) =
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