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Given the following transfer function, where time is measured in seconds: X(s) F(s) The natural frequency for this system is: a) √16 rad/s b) √24/8 rad/s f) none of the above = 2 2s² +8s + 24 c) √4 rad/s d) √8 rad/s e) √12 rad/s If a second order system has the following characteristic roots: -2 and + 3, its free response will be: a) Oscillatory and stable b) Non-oscillatory and stable c) Oscillatory and divergent d) Non-oscillatory and divergent e) Oscillatory and neutrally stable f) none of the above

Given the following transfer function, where time is measured in seconds: X(s) F(s) The natural frequency for this system is: a) √16 rad/s b) √24/8 rad/s f) none of the above = 2 2s² +8s + 24 c) √4 rad/s d) √8 rad/s e) √12 rad/s If a second order system has the following characteristic roots: -2 and + 3, its free response will be: a) Oscillatory and stable b) Non-oscillatory and stable c) Oscillatory and divergent d) Non-oscillatory and divergent e) Oscillatory and neutrally stable f) none of the above

Delmar's Standard Textbook Of Electricity
Delmar's Standard Textbook Of Electricity
7th Edition
ISBN:9781337900348
Author:Stephen L. Herman
Publisher:Stephen L. Herman
Chapter23: Resistive-inductive-capacitive Series Circuits
Section: Chapter Questions
Problem 1PA: You are an electrician working in a plant. A series resonant circuit is to be used to produce a high...
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Given the following transfer function, where time is measured in seconds: X(s) F(s) The natural frequency for this system is: a) √16 rad/s b) √24/8 rad/s f) none of the above = 2 2s² +8s + 24 c) √4 rad/s d) √8 rad/s e) √12 rad/s If a second order system has the following characteristic roots: -2 and + 3, its free response will be: a) Oscillatory and stable b) Non-oscillatory and stable c) Oscillatory and divergent d) Non-oscillatory and divergent e) Oscillatory and neutrally stable f) none of the above
Transcribed Image Text:Given the following transfer function, where time is measured in seconds: X(s) F(s) The natural frequency for this system is: a) √16 rad/s b) √24/8 rad/s f) none of the above = 2 2s² +8s + 24 c) √4 rad/s d) √8 rad/s e) √12 rad/s If a second order system has the following characteristic roots: -2 and + 3, its free response will be: a) Oscillatory and stable b) Non-oscillatory and stable c) Oscillatory and divergent d) Non-oscillatory and divergent e) Oscillatory and neutrally stable f) none of the above
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