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A discrete-time system can be (1) Static or dynamic (2) Linear or nonlinear (3) Time invariant or time varying (4) Causal or non-causal (5) Stable or unstable Examine the following systems with respect to th.e properties above. (a) y(n) = cos[x(n)]

A discrete-time system can be (1) Static or dynamic (2) Linear or nonlinear (3) Time invariant or time varying (4) Causal or non-causal (5) Stable or unstable Examine the following systems with respect to th.e properties above. (a) y(n) = cos[x(n)]

Introductory Circuit Analysis (13th Edition)
Introductory Circuit Analysis (13th Edition)
13th Edition
ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
Chapter1: Introduction
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A discrete-time system can be (1) Static or dynamic (2) Linear or nonlinear (3) Time invariant or time varying (4) Causal or non-causal (5) Stable or unstable Examine the following systems with respect to th.e properties above. (а) у(п) — сos[x (п)] (b) y(n) = E *(k) (c) y(n) = x (n) cos(@on) (d) у(n) — х(-п +2) (e) y(n) = Trun[x(n)], where Tru by truncation k=-00 = x (n) cos(won) I (f) y(n) = Round[x(n)], where I tained by rounding
Transcribed Image Text:A discrete-time system can be (1) Static or dynamic (2) Linear or nonlinear (3) Time invariant or time varying (4) Causal or non-causal (5) Stable or unstable Examine the following systems with respect to th.e properties above. (а) у(п) — сos[x (п)] (b) y(n) = E *(k) (c) y(n) = x (n) cos(@on) (d) у(n) — х(-п +2) (e) y(n) = Trun[x(n)], where Tru by truncation k=-00 = x (n) cos(won) I (f) y(n) = Round[x(n)], where I tained by rounding
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