) The following equations represent a system, having an input r(t) and an output v(t). Put these equations in transfer function form. dv(t) dr(t) d²v(t) + 6 dt2 + 5v(t) = 7– dt + 3r(t) dt 10:32 search 18°C 04/08/2021

Introductory Circuit Analysis (13th Edition)
13th Edition
ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
Chapter1: Introduction
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1b
Assume
y(t) = 2 for t> 0
(b) The following equations represent a system, having an input r(t) and an output
v(t). Put these equations in transfer function form.
d²v(t)
dr(t)
dv(t)
+ 6-
dt
+ 5v(t) = 7.
dt
+ 3r(t)
dt2
10:32
e here to search
18°C
04/08/2021
hp
12
is
Insert
prt sc
40
£
$4
&
7.
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3.
Transcribed Image Text:Assume y(t) = 2 for t> 0 (b) The following equations represent a system, having an input r(t) and an output v(t). Put these equations in transfer function form. d²v(t) dr(t) dv(t) + 6- dt + 5v(t) = 7. dt + 3r(t) dt2 10:32 e here to search 18°C 04/08/2021 hp 12 is Insert prt sc 40 £ $4 & 7. Backspace 00 3.
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