5. The general solution to D. E 3y(4) – y'" - 12y" + 4y' = 0 is given by y(x) = %3D %3D + cze 3* + C3 + C4e²r cje* + c2ez* + C3 + C4e* C1 + c2e2x + Cze-2* + C4e3* C1 + c2e* + Cze + c4e* cje2* + c2xe2x + Cze-2r + C4e** -2x Cie + Caxe* +

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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5.
The general solution to D. E
Зу) — у" — 12у" + 4y' %3D0
is given by y(x)
=
cje-2* + cze* +
C3 + C4e2x
O Ciet + czez* +
C3 + C4e*
C1 + c2e2* +
Cze-2* + c4e3*
C1 + c2e* +
Cze *
+ C4e*
+ c2x e2* +
Cze-2r
+ C4e*
Cje-2r
+ c2xe¯* +
Cze* + c4e3*
-2x
Cje-2r
+ c2 xe-+
Cze¯3* + c4e2*
Transcribed Image Text:5. The general solution to D. E Зу) — у" — 12у" + 4y' %3D0 is given by y(x) = cje-2* + cze* + C3 + C4e2x O Ciet + czez* + C3 + C4e* C1 + c2e2* + Cze-2* + c4e3* C1 + c2e* + Cze * + C4e* + c2x e2* + Cze-2r + C4e* Cje-2r + c2xe¯* + Cze* + c4e3* -2x Cje-2r + c2 xe-+ Cze¯3* + c4e2*
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