A)B)QThe steady statecerror for a step input willalwayscbeczero ifthere is one integration in the forward path.there are differentiations in the forward path.the transfer function, G, has a factors in thenumerator.O .re are no integrations in the forward path.Which of the following is not a prtimary function offeedback in control systems.Allow the possibility of making the outputfollow the inputImprove system performanceMake an unstable system stableAmplify the input.Which of the following is true of an R-L circuit?It can have an oscillatory responseIt can never yield a response that increaseswithout boundsIt can result in a second order system.It is stable as long as L and R are both positive

As per our company guidelines we are supposed to answer only first question kindly repost the other…

A) The steady statecerror for a step input will alwayscbeczero if Othere is one integration in the forward path. there are differentiations in the forward path. the transfer function, G, has a factors in the numerator. . re are no integrations in the forward path.

A) The steady statecerror for a step input will alwayscbeczero if Othere is one integration in the forward path. there are differentiations in the forward path. the transfer function, G, has a factors in the numerator. . re are no integrations in the forward path.

Introductory Circuit Analysis (13th Edition)

13th Edition

ISBN:9780133923605

Author:Robert L. Boylestad

Publisher:Robert L. Boylestad

Chapter1: Introduction

Section: Chapter Questions

Problem 1P: Visit your local library (at school or home) and describe the extent to which it provides literature...

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Question

A)
B)
Q
The steady statecerror for a step input will
alwayscbeczero if
there is one integration in the forward path.
there are differentiations in the forward path.
the transfer function, G, has a factors in the
numerator.
O .re are no integrations in the forward path.
Which of the following is not a prtimary function of
feedback in control systems.
Allow the possibility of making the output
follow the input
Improve system performance
Make an unstable system stable
Amplify the input.
Which of the following is true of an R-L circuit?
It can have an oscillatory response
It can never yield a response that increases
without bounds
It can result in a second order system.
It is stable as long as L and R are both positive

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