LINEAR SYSTEMS The state-equations of the control system shown in Fig.1 is:U(s)a.O b.0 с.0c. A = 0d. A1-2-20 10 0-L-3b. A =01a. A = 1 0-L010-30-2-601-6]0[-6 -2 -3]0[0]i].1 B = 0,C = [100]-6-6]1J.4(s+3)(s² + 2)1 00 1-2 -3][0]B = 0,C= [1 0 0]"[4][0]B = 0,C = [1 0 0][4][0], B = 0,C = [001]Y(s)

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The state-equations of the control system shown in Fig.1 is: U(s) a. O b. 0 с. c. A = 0 -L d. A 0 0 1 L-2 -3 -6] 0 1 0 0 -L -3 0 1 b. A = 0 -=[ 0 1 a. A = 1 0 [-6 0 -6 -2 0 0 [0] i]. 1 B = 0,C = [100] -6 -6] 1 J. -2 -3] 1 0 0 1 -2 -3 4 (s+3)(s² + 2) [0] B = 0,C= [1 0 0] " [4] [0] B = 0,C = [1 0 0] [4] [0] B = 0,C = [001] Y(s)

The state-equations of the control system shown in Fig.1 is: U(s) a. O b. 0 с. c. A = 0 -L d. A 0 0 1 L-2 -3 -6] 0 1 0 0 -L -3 0 1 b. A = 0 -=[ 0 1 a. A = 1 0 [-6 0 -6 -2 0 0 [0] i]. 1 B = 0,C = [100] -6 -6] 1 J. -2 -3] 1 0 0 1 -2 -3 4 (s+3)(s² + 2) [0] B = 0,C= [1 0 0] " [4] [0] B = 0,C = [1 0 0] [4] [0] B = 0,C = [001] Y(s)

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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LINEAR SYSTEMS

The state-equations of the control system shown in Fig.1 is:
U(s)
a.
O b.
0 с.
0
c. A = 0
d. A
1-2
-2
0 1
0 0
-L
-3
b. A =
0
1
a. A = 1 0
-L
0
1
0
-3
0
-2
-6
0
1
-6]
0
[-6 -2 -3]
0
[0]
i].
1 B = 0,C = [100]
-6
-6]
1
J.
4
(s+3)(s² + 2)
1 0
0 1
-2 -3]
[0]
B = 0,C= [1 0 0]
"
[4]
[0]
B = 0,C = [1 0 0]
[4]
[0]
, B = 0,C = [001]
Y(s)

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