I need solutions parts a, b, d. thanks! Problem 2 (Problem 2.12-1 from the textbook)0 1x* +1) =0 3y(x) = [ -2 1 ]x(x)(a) Find the transfer function of this system.(b)Let u(k) = 1, k 20 (a unit step function) and x(0) = 0. Use the transfer function of part (a) tofind the system response.Page 1 of 2(c) Find the state transition matrix () for this system.(d)Use (2-90) to verify the step response calculated in part (b). This calculation results in theresponse expressed as a sum mation. Then check the values y(0). y(1). and y(2).(e) Verify the results of part (d) by the iterative solution of the state equations.

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Problem 2 (Problem 2.12-1 from the textbook) 0 1 x(k +1) =0 3 >(4) = | -2 1 |=(*) (a)Find the transfer function of this system. (b)Let u(k) = 1, k 2 0 (a unit step function) and x(0) = 0 . Use the transfer function of part (a) to find the system response. Page 1 of 2 (c) Find the state transition matrix &(x) for this system. (d)Use (2-90) to verify the step response calculated in part (b). This calculation results in the response expressed as a sum m ation. Then check the values y(0). y(1) , and y(2). (e) Verify the results of part (d) by the iterative solution of the state equations.

Problem 2 (Problem 2.12-1 from the textbook) 0 1 x(k +1) =0 3 >(4) = | -2 1 |=(*) (a)Find the transfer function of this system. (b)Let u(k) = 1, k 2 0 (a unit step function) and x(0) = 0 . Use the transfer function of part (a) to find the system response. Page 1 of 2 (c) Find the state transition matrix &(x) for this system. (d)Use (2-90) to verify the step response calculated in part (b). This calculation results in the response expressed as a sum m ation. Then check the values y(0). y(1) , and y(2). (e) Verify the results of part (d) by the iterative solution of the state equations.

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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