onlessThe matrix formF(s)s° +2s +1 -(s+2) X,(s))s² +s+1)( X,(s).a.-(s +2)X,(s)2) +2+1) X,(9) F(3)s +s+1-(s+2)b.X,(s),F(s),X; (s)s +s+1 X,(s),s' +2s +1с.F(s)s? +s +1F(s)-(s +1)-(s+1) s +s+1X,(s)X,(s)d. Consider the system presented in the figurex1(t)x2(1)1 N/m0000At)1 kg1 N-s/m1 kgFrictionlessThe matrix form*+2++1 -(+2) X, (6))(F)X,(s)-(s +2) s +s+1X,(s),F(s)a.

Given: To determine: The Transform function of equation of motion in Matrix form

Answered: The matrix form

Engineering

Mechanical Engineering

The matrix form

Elements Of Electromagnetics

7th Edition

ISBN:9780190698614

Author:Sadiku, Matthew N. O.

Publisher:Sadiku, Matthew N. O.

ChapterMA: Math Assessment

Section: Chapter Questions

Problem 1.1MA

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Question

onless
The matrix form
F(s)
s° +2s +1 -(s+2) X,(s))
s² +s+1)( X,(s).
a.
-(s +2)
X,(s)
2) +2+1) X,(9) F(3)
s +s+1
-(s+2)
b.
X,(s),
F(s),
X; (s)
s +s+1 X,(s),
s' +2s +1
с.
F(s)
s? +s +1
F(s)
-(s +1)
-(s+1) s +s+1X,(s)
X,(s)
d.

Consider the system presented in the figure
x1(t)
x2(1)
1 N/m
0000
At)
1 kg
1 N-s/m
1 kg
Frictionless
The matrix form
*+2++1 -(+2) X, (6))(F)
X,(s)
-(s +2) s +s+1X,(s),
F(s)
a.

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