The series solution of DE: xʻy" -y=x – 1 is defined by — 1, а %31, аnd a 3а п — 1 • for n>1 1, а—— 1 апd a =0, for n>2. 1 az=a1, and a,=an-1' for n21. an+2=an+1; for n>0.

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
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The series solution of DE: xy"-y=x-1 is de fined by
— 1, а 3D1, and a 3а
п — 1
for n21
а
a 1,
а—-1 апd
a =0, for n>2.
az=a1,
and
a,=a,
for
n21.
'n-1
d1: an+2= an+1, for n z>0.
||
Transcribed Image Text:The series solution of DE: xy"-y=x-1 is de fined by — 1, а 3D1, and a 3а п — 1 for n21 а a 1, а—-1 апd a =0, for n>2. az=a1, and a,=a, for n21. 'n-1 d1: an+2= an+1, for n z>0. ||
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