- Solve the differential equation q(4) — 3q" + 2q = 0 q=c₁e* +₂e + ₂√²x+c₂e-√²x O Option 1 q=G₁₂e + c₂e-2x + ₂√x+₂eve Option 3 q=ge² +₂e-2x + ₂√³x + ₁e-√³x O Option 2 q=c₁₂e+c₂e+cze Vzx Option 4
- Solve the differential equation q(4) — 3q" + 2q = 0 q=c₁e* +₂e + ₂√²x+c₂e-√²x O Option 1 q=G₁₂e + c₂e-2x + ₂√x+₂eve Option 3 q=ge² +₂e-2x + ₂√³x + ₁e-√³x O Option 2 q=c₁₂e+c₂e+cze Vzx Option 4
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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Question
Transcribed Image Text:Solve the differential equation q(4) - 3q" + 2q = 0.
q=c₁e*+₂e + ₂√²x+c₂e-√²x
O Option 1
q=Ge*+₂e-2x + ₂√²x + ₂√²x
Option 3
q=G₁e* +₂e-² +₂√³x +₁e-√³x
O Option 2
q=c₁₂e + c₂e-* + c3evzx
O Option 4
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