Consider the system shown below C D L H(e j) L xc(t) x n xc(nT) y1 n Suppose that Xc(j) 0 for T and H(e j) ( ej , L, 0, L How is y n related to the input signal xc(t) ut signal xc(t)

Question: Consider the system shown below. C/D L H(e j) L xc(t) x[n] = xc(nT) y1[n] Suppose that Xc(j) = 0 for ||

Consider the system shown below. C/D ↑ L H(e jω) ↓ L xc(t) x[n] = xc(nT) y1[n] Suppose that Xc(jΩ) = 0 for |Ω| ≥ π/T and H(e jω) = ( e−jω , |ω| ≤ π/L, 0, π/L |ω| ≤ π. How is y[n] related to the input signal xc(t)?ut signal xc(t)?

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