BC:3.3 For each of the following systems, the input is x[n] and the output is y[n]. For each system de- termine if the system is linear and if the system is time invariant. Briefly justify your answer. a.) b.) c.) d.) e.) y[n] = 7x[n+2] − 13x[n − 1] - y[n] = x[n 1] +(3+n)x[n - 5] y[n] = x[n] - u[n] - y[n] = 3x[1-n] y[n] = 17 cos (2πx[n+3])

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Answer only parts d. And e. Please
BC:3.3 For each of the following systems, the input
is x[n] and the output is y[n]. For each system de-
termine if the system is linear and if the system is
time invariant. Briefly justify your answer.
a.)
b.)
c.)
d.)
e.)
y[n] = 7x [n+ 2] 13x[n 1]
-
y[n] x [n 1] + (3 + n)x[n - 5]
=
y[n] = x[n]u[n]
y[n] = 3x[1-n]
y[n] 17 cos (2πx[n + 3])
=
Transcribed Image Text:BC:3.3 For each of the following systems, the input is x[n] and the output is y[n]. For each system de- termine if the system is linear and if the system is time invariant. Briefly justify your answer. a.) b.) c.) d.) e.) y[n] = 7x [n+ 2] 13x[n 1] - y[n] x [n 1] + (3 + n)x[n - 5] = y[n] = x[n]u[n] y[n] = 3x[1-n] y[n] 17 cos (2πx[n + 3]) =
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