2. For the system described by the differential cquation: d'y(1),d'y(1), 3 dy(1) + y(1) = + u(t), The transfer function is derived to dt +3 du(t) +3- + y(t) = dt dt' dt? be: a) e) U(s) %3D s+3s+35+1 S+1 b) U(;) %3D 35+35+1 S+3 c) U(:) %3D s+3s +35+3 Y(:) d) U(?) S+1 %3D

Principles of Heat Transfer (Activate Learning with these NEW titles from Engineering!)
8th Edition
ISBN:9781305387102
Author:Kreith, Frank; Manglik, Raj M.
Publisher:Kreith, Frank; Manglik, Raj M.
Chapter4: Numerical Analysis Of Heat Conduction
Section: Chapter Questions
Problem 4.6P
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2. For the system described by the differential cquation:
d'y(1),d'y(1), 3 dy(0)+ y(1) =
+ u(t), The transfer function is derived to
dt
du(t)
+3
dt'
dt?
dt
be:
a)
U(s)
%3D
sa +3s +35+ 1
(s)
b)
U(:)
S+1
35+35+1
(:)
c)
U(:)
S+3
%3D
(:)
S+1
d)
U(?)
%3D
Transcribed Image Text:2. For the system described by the differential cquation: d'y(1),d'y(1), 3 dy(0)+ y(1) = + u(t), The transfer function is derived to dt du(t) +3 dt' dt? dt be: a) U(s) %3D sa +3s +35+ 1 (s) b) U(:) S+1 35+35+1 (:) c) U(:) S+3 %3D (:) S+1 d) U(?) %3D
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