5. For the system in Figure 1, determine the output y[n] when the input x[n] is 8[n] and H(ejw) is a discrete-time ideal lowpass filter, i.e., x[n] H(e/w) = H(ejw) { w[n] |w| < π/2 π/2<|w|≤ T Figure 1. X ↑ (-1)" (-1)"w[n] + y[n]

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ISBN:9780133923605
Author:Robert L. Boylestad
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Please determine y[n]

5.
For the system in Figure 1, determine the output y[n] when the input
x[n] is 8[n] and H(ejw) is a discrete-time ideal lowpass filter, i.e.,
x[n]
H(ejw) =
=
H(ejw)
(1,
π/2
{0, 7/2</01/²7
w[n]
Figure 1.
X
(-1)"
(-1)"w[n]
+
y[n]
Transcribed Image Text:5. For the system in Figure 1, determine the output y[n] when the input x[n] is 8[n] and H(ejw) is a discrete-time ideal lowpass filter, i.e., x[n] H(ejw) = = H(ejw) (1, π/2 {0, 7/2</01/²7 w[n] Figure 1. X (-1)" (-1)"w[n] + y[n]
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