Solve the following initial value problem using the undetermined coefficients method: d'y dt2 + y = 8 cos(2x) – 4 sin(x); with y =-1, y(1) Choose the correct answer among those proposed: A. y =(e + er)- 8x B. y (2x-n)cos(x)-sin(x)-cos(2x) C. y(1-e*) - * -41 С. у x + 25 D. y = )e#* + !r* +* + 2cos(2x)- stn(2x) 64

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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Solve the following initial value problem using the undetermined coefficients method:
d²y
712 +y = 8 cos(2x) - 4 sin(x); with y
= -1,
y(1)
= 0
Choose the correct answer among those proposed:
A. y =(e x
+ er) -
B. y = (2x-n)cos(x)-sin(x)-cos(2x)
!!
-41
C. y
"(1- ex)-x² +
125
25
3.
D. y
2cos(2x)-stin(2x)
64
32
Transcribed Image Text:Solve the following initial value problem using the undetermined coefficients method: d²y 712 +y = 8 cos(2x) - 4 sin(x); with y = -1, y(1) = 0 Choose the correct answer among those proposed: A. y =(e x + er) - B. y = (2x-n)cos(x)-sin(x)-cos(2x) !! -41 C. y "(1- ex)-x² + 125 25 3. D. y 2cos(2x)-stin(2x) 64 32
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