State whether the following systems are linear or nonlinear, causal or non causal, fixed or time-varying, and instantaneous or dynamic. Also, find the order of the systems. b) dªy(t) _2_d³y(t)_d²y(t) _ dy(t) dt* dt³ d³y(t) dy(t) dt³ dt Order c) d³y(t) _2 d³y(t)_d³y(t) _4 = e-(¹+²).x(t) dt³ dt³ dt³ y(t) d) daye dy ما d+s Property Linear (Yes/No) Causal (Yes/No) Fixed (Yes/No) Dynamic (Yes/No) -2. -5.y(t)= cos(10nt) x(t) y(t+5)-y(t+1)+0.9·1² · y(t) = x(t) "dy/ft dt² a N Y Y Y -4.. -+5∙y(t) = x(t) dt 4 b Y Y N Y 3 System N Y с N Y 5 Y N Y 5 d
State whether the following systems are linear or nonlinear, causal or non causal, fixed or time-varying, and instantaneous or dynamic. Also, find the order of the systems. b) dªy(t) _2_d³y(t)_d²y(t) _ dy(t) dt* dt³ d³y(t) dy(t) dt³ dt Order c) d³y(t) _2 d³y(t)_d³y(t) _4 = e-(¹+²).x(t) dt³ dt³ dt³ y(t) d) daye dy ما d+s Property Linear (Yes/No) Causal (Yes/No) Fixed (Yes/No) Dynamic (Yes/No) -2. -5.y(t)= cos(10nt) x(t) y(t+5)-y(t+1)+0.9·1² · y(t) = x(t) "dy/ft dt² a N Y Y Y -4.. -+5∙y(t) = x(t) dt 4 b Y Y N Y 3 System N Y с N Y 5 Y N Y 5 d
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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Hey I'm studying this question for an exam and am a little shaky on these concepts.
Can someone explain the reasoning for each answer in the chart please?
Thank you!
Transcribed Image Text:State whether the following systems are linear or nonlinear, causal or non causal, fixed or
time-varying, and instantaneous or dynamic. Also, find the order of the systems.
a)
b)
dªy(t) _2_d³y(t) _d²y(t)
d³y(t)
dt*
dt³
d³y(t)
dt³
Order
For the sy 4 y
Property
Linear (Yes/No)
Causal (Yes/No)
Fixed (Yes/No)
Dynamic (Yes/No)
_
-2..
dy(t) _5. y(t) = cos(10nt) · x(t)
dt
d'y(t), d'y(t) d'y(t) t
-2.-
dt³
-4.
dt³
dt³ y(t)
c)
d) y(t+5)− y(t+1)+0.9·1² · y(t) = x(t)
Lộ day
dy/dt
dt's
↓
_d²y(t) _4. dy(t)
dt²
dt
dy(t) +5. y(t) = x(t)
a
N
Y
Y
Y
4
b
Y
Y
N
Y
3
e¯(¹+2).x(t)
System
ZYNY
5
C
N
Y
5
Y
Y
d
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