on 20 Given that y, = 5 cos t is a solution to y"-y'+y = 5 sin t, r saved and y2=5 e2t is a solution to y'"-y'+y = 6 e2'. d out of Use the super position principle to find a solution to y'"-y'+y = 5 sin t + 4 e21. question a. 11 y35 cos t + e2t b. None 27 Cos t + 5 C. y = 11 d. 10 y= 5 cos t + 3 27 cos t + 5 e. y = 10

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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on 20
Given that y, = 5 cos t is a solution to y"-y'+y 5 sin t,
r saved
and y2=5 e2t
is a solution to y'"-y'+y = 6 e2'.
d out of
Use the super position principle to find a solution to y'"-y'+y = 5 sin t + 4 e21.
question
a.
11
y35 cos t +
e2t
b. None
27
cos t +
5
C.
y=
11
d.
10
y= 5 cos t +
3
27
cos t +
5
e.
y =
10
3.
Transcribed Image Text:on 20 Given that y, = 5 cos t is a solution to y"-y'+y 5 sin t, r saved and y2=5 e2t is a solution to y'"-y'+y = 6 e2'. d out of Use the super position principle to find a solution to y'"-y'+y = 5 sin t + 4 e21. question a. 11 y35 cos t + e2t b. None 27 cos t + 5 C. y= 11 d. 10 y= 5 cos t + 3 27 cos t + 5 e. y = 10 3.
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