A solution of the homogeneous linear system -3 is Oa X=2 sin 3t - cos 3t Ob X=2 (cos 3t le'-3 sin 3t sin 3t - cos 3t (sln 3t Oc X=3 (cos 31 e+cos 31) Cos 3t sin 3t) OdX= - Cos 3t e'+ sin 3t Cos 3t -Cos 3t O. X= -2 (sin 3t sin 3t -cos 3t

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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Oc X=3 sin 3t )t.(cos 3t)
A solution of the homogeneous linear system
is
Oa X=2
sin 3t
-Cos 3t
Cos 31
sin 3t
Ob X=2
sin 3t
-cos 3t
sin 31
OcX=3
Cos 3t
Cos 3t
sin 3t
Od X= - cos 3t
cos 31
sin 3t
-Cos 3t
0.X= -2
sin 3t
sin 3t
-cos 31
Transcribed Image Text:Oc X=3 sin 3t )t.(cos 3t) A solution of the homogeneous linear system is Oa X=2 sin 3t -Cos 3t Cos 31 sin 3t Ob X=2 sin 3t -cos 3t sin 31 OcX=3 Cos 3t Cos 3t sin 3t Od X= - cos 3t cos 31 sin 3t -Cos 3t 0.X= -2 sin 3t sin 3t -cos 31
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