-dx₁ (t) dt dx₂ (t) dt 3x₁ (t) + x₂(t)- 2x3(t) — = -x₁ (t) + 2x₂(t) + 2x3 (

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
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Hello sir, ı need just answer no solution thanks..

11
Given the system state equations, write the
vectors x and u and matrices A and B: *
(dx₁ (t)
dt
Dx3 (t)
Dt
· = 3x₁ (t) + x₂(t) — 2x3(t) – u(t)
dx₂ (t)
dt
=−x₁(t) + 2x₂ (t) + 2x3 (t)
dx3 (t)
dt
-= x3(t) + 2u(t)
= x3 (t)+2u(t)=0 And 3
Transcribed Image Text:11 Given the system state equations, write the vectors x and u and matrices A and B: * (dx₁ (t) dt Dx3 (t) Dt · = 3x₁ (t) + x₂(t) — 2x3(t) – u(t) dx₂ (t) dt =−x₁(t) + 2x₂ (t) + 2x3 (t) dx3 (t) dt -= x3(t) + 2u(t) = x3 (t)+2u(t)=0 And 3
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