SYSTEM IDENTIFICATION Consider the system represented by: y(t)+2y(t- 1)+y(t-2)=u(t-1)+e(t). The one-step-ahead prediction error (the difference between prediction and true value) for y is equal to: A....

SYSTEM IDENTIFICATION<br>Consider the system represented by: y(t)+2y(t-<br>1)+y(t-2)=u(t-1)+e(t). The one-step-ahead<br>prediction error (the difference between<br>prediction and true value) for y is equal to:<br>A. e(t)<br>В. yft-1)+e(t)<br>C. u(t-1)+e(t)<br>D. e(t-1)-2e(t-1)<br>Е. y(t)+е(t)<br>ANSWER and write the reason? A<br>

Extracted text: SYSTEM IDENTIFICATION Consider the system represented by: y(t)+2y(t- 1)+y(t-2)=u(t-1)+e(t). The one-step-ahead prediction error (the difference between prediction and true value) for y is equal to: A. e(t) В. yft-1)+e(t) C. u(t-1)+e(t) D. e(t-1)-2e(t-1) Е. y(t)+е(t) ANSWER and write the reason? A

Jun 11, 2022

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SYSTEM IDENTIFICATION Consider the system represented by: y(t)+2y(t- 1)+y(t-2)=u(t-1)+e(t). The one-step-ahead prediction error (the difference between prediction and true value) for y is equal to: A....

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