xy"+y² = 0 (1) Given that y₁= Inx solve equation, use reduction of Order to obtain Solution 12 (ii) Show that the set solution { yi; yz Ze is Fundamental (111) Hence, or otherwise, write down the equation. general Solution of

Advanced Engineering Mathematics
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ISBN:9780470458365
Author:Erwin Kreyszig
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Chapter2: Second-order Linear Odes
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xy"+y² = 0
(1) Given that y₁=lnx solve equation, use reduction of order
to obtain
Solution 12
(ii) Show that the set solution { yi; yz Ze is Fundamental
(111) Hence, or otherwise, write down the
equation.
general solution of
Transcribed Image Text:xy"+y² = 0 (1) Given that y₁=lnx solve equation, use reduction of order to obtain Solution 12 (ii) Show that the set solution { yi; yz Ze is Fundamental (111) Hence, or otherwise, write down the equation. general solution of
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