Obtain the general solution. (D4 – D³ – 3D2 + D+2)y=0 O y= Ce* + C2e2x+ e¬*(C3+ Cax) O y= Ce-*+ C2e2x + e*(C3+ Cax) O y= Ce* + C2e-2× + e¬x(C3+ Cax) O y= Ce=*+ C2e¬2x+ e^(C3 + Cqx)

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter3: Functions And Graphs
Section3.3: Lines
Problem 31E
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Question 1
Obtain the general solution. (D4 – D3 – 3D2 + D+ 2)y=D0
O y= C,e* + C2e2x + e¬*(C3+ Cax)
O y= Ce¬*+ C2e²x + e^(C3 + Cqx)
O y= Cqe* + C2e¬2x+e¬(C3+ Cqx)
O y= Ce=*+ C2e¯2x + e^(C3+ Cax)
Transcribed Image Text:Question 1 Obtain the general solution. (D4 – D3 – 3D2 + D+ 2)y=D0 O y= C,e* + C2e2x + e¬*(C3+ Cax) O y= Ce¬*+ C2e²x + e^(C3 + Cqx) O y= Cqe* + C2e¬2x+e¬(C3+ Cqx) O y= Ce=*+ C2e¯2x + e^(C3+ Cax)
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