moodle1.du.edu.om/moConsider the system inthe figure. The input isthe function f(t) and theoutput is 2x+3 dx/dtx(t)KM> f(t)The matrices of the statespace areB= c=1 0] D=0]a. A=frKMM0.b. A=B= 1C=[1 0] D=[0]fiKMB = 1 C=[2 3] D=[0]Mc. A= KfvM.B-c-12 3] D=[]d. A=frMKSelect one:а. с

Answered: Image /qna-images/answer/08ebaceb-0c69-43c9-9e6b-e1428ee6ed16.jpg

Consider the system in the figure. The input is the function f(t) and the output is 2x+3 dx/dt K M At) fy The matrices of the state space are B= c-[1 o] D=[0] a. A= fr K B= 1 C=[1 0] D=[0] M. b. A= fr K M c. A= C=[2 3] D=[0] K fo B = M d. A= fr EM c-[2 3] D=[0] B = M.

Consider the system in the figure. The input is the function f(t) and the output is 2x+3 dx/dt K M At) fy The matrices of the state space are B= c-[1 o] D=[0] a. A= fr K B= 1 C=[1 0] D=[0] M. b. A= fr K M c. A= C=[2 3] D=[0] K fo B = M d. A= fr EM c-[2 3] D=[0] B = M.

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

moodle1.du.edu.om/mo
Consider the system in
the figure. The input is
the function f(t) and the
output is 2x+3 dx/dt
x(t)
K
M
> f(t)
The matrices of the state
space are
B= c=1 0] D=0]
a. A=
fr
K
M
M
0.
b. A=
B= 1
C=[1 0] D=[0]
fi
K
M
B = 1 C=[2 3] D=[0]
M
c. A= K
fv
M.
B-c-12 3] D=[]
d. A=
fr
M
K
Select one:
а. с

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