Q1:- Prove that r(²-x) (² + x) - (1-x²) x. secxx 4 Hint Inf(1-n) = = sin (1/2 + x) ₁ TU sin næ π = COS TTX = 0

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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Q1:- Prove that
r(²-x) (²2 + x) = (²-x²) x. secxx
Hint
Гиг(1-n) =
sin (½ + x)₂
TU
sin në
+xπ = COS TX
= cos TX
0 <n<1
Transcribed Image Text:Q1:- Prove that r(²-x) (²2 + x) = (²-x²) x. secxx Hint Гиг(1-n) = sin (½ + x)₂ TU sin në +xπ = COS TX = cos TX 0 <n<1
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