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Settling time is inversely proportional to product of the damping ratio and Time constant Maximum overshoot Peak time Undamped natural frequency of the roots In a root locus plot, the increase in & will Not change damping ratio None of these Decrease damping ratio Increase damping ratio For type 2 system, position error arises at steady state when input is Step displacement None of these Constant acceleration Ramp

Settling time is inversely proportional to product of the damping ratio and Time constant Maximum overshoot Peak time Undamped natural frequency of the roots In a root locus plot, the increase in & will Not change damping ratio None of these Decrease damping ratio Increase damping ratio For type 2 system, position error arises at steady state when input is Step displacement None of these Constant acceleration Ramp

Introductory Circuit Analysis (13th Edition)
Introductory Circuit Analysis (13th Edition)
13th Edition
ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
Chapter1: Introduction
Section: Chapter Questions
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Settling time is inversely proportional to product of the damping ratio and Time constant Maximum overshoot Peak time Undamped natural frequency of the roots In a root locus plot, the increase in will Not change damping ratio None of these Decrease damping ratio Increase damping ratio For type 2 system, position error arises at steady state when input is Step displacement None of these Constant acceleration Ramp
Transcribed Image Text:Settling time is inversely proportional to product of the damping ratio and Time constant Maximum overshoot Peak time Undamped natural frequency of the roots In a root locus plot, the increase in will Not change damping ratio None of these Decrease damping ratio Increase damping ratio For type 2 system, position error arises at steady state when input is Step displacement None of these Constant acceleration Ramp
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