The general solution for D. E. e'y'- + e = 0 is x++xy x- Inx|+c y = e + In x+y-1 Inx+c x+y-1 ソ= -x + In y = -x - In ( Inx|+c x+y+1 Inx|+c y = In ( x+y-1 ソ=ーx+ In( n+c マ-1 y = -x + In (Inx+c オー1
The general solution for D. E. e'y'- + e = 0 is x++xy x- Inx|+c y = e + In x+y-1 Inx+c x+y-1 ソ= -x + In y = -x - In ( Inx|+c x+y+1 Inx|+c y = In ( x+y-1 ソ=ーx+ In( n+c マ-1 y = -x + In (Inx+c オー1
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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Transcribed Image Text:The general solutionfor D. E.
e'y'-
+ e = 0 is
x+xy
y = e¯* + In
Inx+c
x+y-1
Inx+c
y = -x + In
x+y-1
y = -x - In ( Inx|+c
y = In (Imlx+c
x+y-1
ソ=ーx+ In( n+c
y = -x + In ( )
(Inxl+c
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