QUESTION 9 Let x [n] =u[n]*u[n].Which of the following is true ? o (x[n]] is a bounded sequence For each n, X[n]is a finite number, but the sequence (X[n]} is not bounded Xnis infinite for some time indices n but not all of them x[n]is infinite for all OUESTION 10

Introductory Circuit Analysis (13th Edition)
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ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
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**Question 9:**

Let \( x[n] = u[n] * u[n] \). Which of the following is true?

- \( \{x[n]\} \) is a bounded sequence
- For each \( n \), \( x[n] \) is a finite number, but the sequence \( \{x[n]\} \) is not bounded
- \( x[n] \) is infinite for some time indices \( n \) but not all of them
- \( x[n] \) is infinite for all \( n \)
Transcribed Image Text:**Question 9:** Let \( x[n] = u[n] * u[n] \). Which of the following is true? - \( \{x[n]\} \) is a bounded sequence - For each \( n \), \( x[n] \) is a finite number, but the sequence \( \{x[n]\} \) is not bounded - \( x[n] \) is infinite for some time indices \( n \) but not all of them - \( x[n] \) is infinite for all \( n \)
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