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....


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

Extracted 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

Jun 10, 2022
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