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5. Given, the input/output relationships of the following systems are: a. y1(t) = cos[-x(t)] b. У2(t) %3D S еxp[x(т + 2)] dr Determine and explain, whether the systems are: i. Linear or non-linear ii. Time-varying or time-invariant iii. Causal or non-causal

5. Given, the input/output relationships of the following systems are: a. y1(t) = cos[-x(t)] b. У2(t) %3D S еxp[x(т + 2)] dr Determine and explain, whether the systems are: i. Linear or non-linear ii. Time-varying or time-invariant iii. Causal or non-causal

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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5. Given, the input/output relationships of the following systems are: a. y1(t) = cos[-x(t)] b. y2(t) = L exp[x(t + 2)] dt Determine and explain, whether the systems are: i. Linear or non-linear ii. Time-varying or time-invariant iii. Causal or non-causal iv. Invertible or non-invertible v. Memoryless or with memory vi. Stable or unstable
Transcribed Image Text:5. Given, the input/output relationships of the following systems are: a. y1(t) = cos[-x(t)] b. y2(t) = L exp[x(t + 2)] dt Determine and explain, whether the systems are: i. Linear or non-linear ii. Time-varying or time-invariant iii. Causal or non-causal iv. Invertible or non-invertible v. Memoryless or with memory vi. Stable or unstable
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