The solution of the nonhomogeneous DE y" – 5y' +4y= 4x+3 is y=x-2 y= cje*+ c,e* + x- 2 y = c;e + c,e* + 2 + x -3x y= c,e*+c,e+x- 2 ONone of these

Advanced Engineering Mathematics
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Author:Erwin Kreyszig
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Chapter2: Second-order Linear Odes
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Ordinary differential Equations
The solution of the nonhomogeneous DE y" – 5y+4y= 4x+3 is
y=x-2
y= cex + c,e* + x- 2
y= c;e* + c,e* + 2 + x
y= c;e* + c,e X + x - 2
-3x + x -2
None of these
Transcribed Image Text:The solution of the nonhomogeneous DE y" – 5y+4y= 4x+3 is y=x-2 y= cex + c,e* + x- 2 y= c;e* + c,e* + 2 + x y= c;e* + c,e X + x - 2 -3x + x -2 None of these
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