Solve using the undermined coefficient of differential equation

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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Solve using the undermined coefficient of differential equation
81 EL 02/70/2202
1
X
sin 3x
-COS X-
-
So
Ур
8
18
Hence the general solution is y = y₁ +
Q.5. y"+y'-6y= 6x²-3x² + 12x
Soln. The general solution is y=Yh+Yp
The characteristic equation is 22 +2
Y₁ = c₁e²x + c₂e-³x
Transcribed Image Text:81 EL 02/70/2202 1 X sin 3x -COS X- - So Ур 8 18 Hence the general solution is y = y₁ + Q.5. y"+y'-6y= 6x²-3x² + 12x Soln. The general solution is y=Yh+Yp The characteristic equation is 22 +2 Y₁ = c₁e²x + c₂e-³x
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