The mathematical model of a system is gº"(t) + ∞y"(t) + by(t) =="(t) + cz(t) where a=0, b=1 and c=3. 20 Find zeros and poles of the system. Show them onto the S-Plane (the complex plane) Discuss the BIBO stability of the system. Ignore the box below. Upload your handwritten question and solution to the Microsoft Teams assignment. Don't forget your name and signature. Warning: If your solution contains numbers that don't belong to your question, you get 0.

Introductory Circuit Analysis (13th Edition)
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Author:Robert L. Boylestad
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The mathematical model of a system is 3"(t) + cy' (t) + by(t) =z"(t) + cz(t) where a=0, b=1 and c=3.
20 Find zeros and poles of the system.
Show them onto the S-Plane (the complex plane)
Discuss the BIBO stability of the system.
Ignore the box below. Upload your handwritten question and solution to the Microsoft Teams assignment. Don't forget your name and signature.
Warning: If your solution contains numbers that don't belong to your question, you get 0.
Transcribed Image Text:The mathematical model of a system is 3"(t) + cy' (t) + by(t) =z"(t) + cz(t) where a=0, b=1 and c=3. 20 Find zeros and poles of the system. Show them onto the S-Plane (the complex plane) Discuss the BIBO stability of the system. Ignore the box below. Upload your handwritten question and solution to the Microsoft Teams assignment. Don't forget your name and signature. Warning: If your solution contains numbers that don't belong to your question, you get 0.
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