Let L(y)=(x-1)y" - xy + y a) with the observation that y, zx is a solution of L(4)=0 on (1,00), by reduction of orden solve on (8,00), is 4y)=0 and ii) L(y) = 2(x-17² e*. 6) by the variation of parameters, solve, h(y) = 2(x-1) ² ex on (1,00)
Let L(y)=(x-1)y" - xy + y a) with the observation that y, zx is a solution of L(4)=0 on (1,00), by reduction of orden solve on (8,00), is 4y)=0 and ii) L(y) = 2(x-17² e*. 6) by the variation of parameters, solve, h(y) = 2(x-1) ² ex on (1,00)
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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letter a
![Let L(y)=(x-1)y" - xy + y
a) with the observation that y, zx is a solution of L(4)=0 on (1,00),
by reduction
of
orden solve on (8,00),
is 4(y)=0
and ii) L(y) = 2(x-17² e*.
6) by the variation of parameters, solve, h(y) = 2(x-1) ² ex on (1,00)
Sack-ij²ex if 1<x<2
c) solve: L (4) = {(x-1) 2
if x2](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fd8611238-eeaf-4e2f-9bb8-cbb85448a644%2Fbdfa4b98-98ba-4ead-9d16-a9cae019dc35%2F6t7dt2_processed.png&w=3840&q=75)
Transcribed Image Text:Let L(y)=(x-1)y" - xy + y
a) with the observation that y, zx is a solution of L(4)=0 on (1,00),
by reduction
of
orden solve on (8,00),
is 4(y)=0
and ii) L(y) = 2(x-17² e*.
6) by the variation of parameters, solve, h(y) = 2(x-1) ² ex on (1,00)
Sack-ij²ex if 1<x<2
c) solve: L (4) = {(x-1) 2
if x2
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