Expand 1+2x –x² in series of Legendre's polynomials. (2p,(x) +P, (x) – 3p, (x). 2 (P,(x) +3p, (x) – 2p, (x).. (P, (x) + 3p, (x) – P,(x).o 3 (P, (x) +3p, (3) -P, (x).0 2

Advanced Engineering Mathematics
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ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
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Expand 1+2x -x² in series of Legendre's polynomials.
-(2P,(x) +P,(x) – 3p, (x)).o
(P,(x) + 3p, (x) – 2p, (x)).
3
(P, (x) + 3p, (x) – , (x)).0
.cO
3
(P,(x) +3p, (x) -P2(x).0
Transcribed Image Text:Expand 1+2x -x² in series of Legendre's polynomials. -(2P,(x) +P,(x) – 3p, (x)).o (P,(x) + 3p, (x) – 2p, (x)). 3 (P, (x) + 3p, (x) – , (x)).0 .cO 3 (P,(x) +3p, (x) -P2(x).0
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