Q11. Define inputs signals in fig(1) and find F(s) for them.82. for F(s)put F(s) in partial fraction and find itss(s+2)'constants.m3. For G(s)x(s) is unit step of volume 3, find Y(s)s+a'And y(t).dT4. For the system of D.E. B+T = A T1,dtTimeWhat is the input .(a)What is the time constant.What is the output.(b)TimeWhat is the s.s.gain and T.F.16Time5. For the system of G(s)find :(c)s² +6s+9s.s.gain, wn& {.Fig(1)radrad6. For 2-order system with wn = 3,Wa = 1.5, find}, t,.7. If X(s) =, find the poles, draw them in s-plain , determine is%3Dthe system stable or not and draw the shape of the responsewhen :1G(s) =s2 + 5s + 6G(s)s2 – 11G(s)s2 + 4I ndundu

“Since you have asked multiple question, we will solve the first question for you. If you want any…

Q1 1. Define inputs signals in fig(1) and find F(s) for them. 8 2. for F(s) = put F(s) in partial fraction and find its s(s+2)' constants. m 3. For G(s) x(s) is unit step of volume 3, find Y(s) %3| sta’ And y(t). 4. For the system of D.E. B+T = AT1, dt Time What is the input . What is the time constant. What is the output. Time (b) What is the s.s.gain and T.F. 16 Time 5. For the system of G(s) find : s2+6s+9 s.s.gain, wn& {. Fig(1) rad ,Wa = 1.5 rad 6. For 2-order system with wn = 3 “, find II }, tr. 7. If X(s) = , find the poles, draw them in s-plain, determine is the system stable or not and draw the shape of the response ndu ndu ndu

Q1 1. Define inputs signals in fig(1) and find F(s) for them. 8 2. for F(s) = put F(s) in partial fraction and find its s(s+2)' constants. m 3. For G(s) x(s) is unit step of volume 3, find Y(s) %3| sta’ And y(t). 4. For the system of D.E. B+T = AT1, dt Time What is the input . What is the time constant. What is the output. Time (b) What is the s.s.gain and T.F. 16 Time 5. For the system of G(s) find : s2+6s+9 s.s.gain, wn& {. Fig(1) rad ,Wa = 1.5 rad 6. For 2-order system with wn = 3 “, find II }, tr. 7. If X(s) = , find the poles, draw them in s-plain, determine is the system stable or not and draw the shape of the response ndu ndu ndu

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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