Question 3:Consider the following system:R(s) +b)r(t) = 10tu(t)c) r(t) = 10t²u(t)●68Calculate the steady-state error, ess (0o) due to the following input signals:a) r(t) = 10u(t)●R(S)3s+4Reminder:• You need to reduce the block diagram to the form:2G(s)C(s)Find the equivalent T(s) =G(s)1+H(s) G(s)Use the RH table to determine the systems stability.

FOr the given above block diagram,It can be solved by using Masons gain formula:: And our aim to…

Question 3: Consider the following system: R(s) + b) r(t) = 10tu(t) c) r(t) = 10t²u(t) ·In ● 68 R(s) Calculate the steady-state error, ess (co) due to the following input signals: a) r(t) = 10u(t) 3 s+4 Reminder: • You need to reduce the block diagram to the form: G(S) 2 C(s) C(s) Find the equivalent T(s) = G(s) 1+H(s)G(s) Use the RH table to determine the systems stability.

Question 3: Consider the following system: R(s) + b) r(t) = 10tu(t) c) r(t) = 10t²u(t) ·In ● 68 R(s) Calculate the steady-state error, ess (co) due to the following input signals: a) r(t) = 10u(t) 3 s+4 Reminder: • You need to reduce the block diagram to the form: G(S) 2 C(s) C(s) Find the equivalent T(s) = G(s) 1+H(s)G(s) Use the RH table to determine the systems stability.

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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