1) Determine whether the following systems are: memoryless, time-invariant, linear, casual or stable. Justify your answers. a) y[n] = x[1 – n] x(t) b) y(t) = 1+x(t-1) c) y(t) = tx(t)

Advanced Engineering Mathematics
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ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
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1) Determine whether the following systems are: memoryless, time-invariant, linear, casual
or stable. Justify your answers.
a) y[n] = x[1 – n]
x(t)
b) y(t) =
1+x(t-1)
c) y(t) = tx(t)
d) y[n] = E=-co x[n – k]
Transcribed Image Text:1) Determine whether the following systems are: memoryless, time-invariant, linear, casual or stable. Justify your answers. a) y[n] = x[1 – n] x(t) b) y(t) = 1+x(t-1) c) y(t) = tx(t) d) y[n] = E=-co x[n – k]
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