a) Get the (2n+1)x Pn (x) = (n +1) Prar tx) +o Pau (x) reconnection polynomials using the; P(x, 2)= (1-2 xa +2?)-/2_ E Pn(x)g^ generotór function of Le gendre b) Show that; m #n for S Pm (x) Pn (xld x -Q <-1 Notei Legendre equation; (1-x²) pm lx) – 2×Pm (x) + mlmeo Pm Cx) z o

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter3: Functions And Graphs
Section3.2: Graphs Of Equations
Problem 78E
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(2n+1) x Pa (x) : (n +1) Prte tx) +n Pane (x)
a) Get the
Le gendre
reconnection
polynomiols using the;
P(x, 2)= (1-2x2 +2?) 2_ Pn(x) g^ generodór function
of
b) Show that';
m #n for S Pm (x) Pn (x)dx =Q
-7
Note; Legendre equation;
(1-x²) Pm lx) - 2×PM(x) + mlmell Pa (x) = o
Transcribed Image Text:(2n+1) x Pa (x) : (n +1) Prte tx) +n Pane (x) a) Get the Le gendre reconnection polynomiols using the; P(x, 2)= (1-2x2 +2?) 2_ Pn(x) g^ generodór function of b) Show that'; m #n for S Pm (x) Pn (x)dx =Q -7 Note; Legendre equation; (1-x²) Pm lx) - 2×PM(x) + mlmell Pa (x) = o
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