An Alternate Recursive
Formula
Another way to recursively define the
Legendre polynomials is
![[Graphics:Images/LegendrePolyMod_gr_305.gif]](../Images/LegendrePolyMod_gr_305.gif)
Exploration
Set up the recursive formulas for the Legendre polynomials and print them out.
![[Graphics:../Images/LegendrePolyMod_gr_307.gif]](../Images/LegendrePolyMod_gr_307.gif)
![[Graphics:../Images/LegendrePolyMod_gr_308.gif]](../Images/LegendrePolyMod_gr_308.gif)
![[Graphics:../Images/LegendrePolyMod_gr_309.gif]](../Images/LegendrePolyMod_gr_309.gif)
![[Graphics:../Images/LegendrePolyMod_gr_310.gif]](../Images/LegendrePolyMod_gr_310.gif)
![[Graphics:../Images/LegendrePolyMod_gr_311.gif]](../Images/LegendrePolyMod_gr_311.gif)
![[Graphics:../Images/LegendrePolyMod_gr_312.gif]](../Images/LegendrePolyMod_gr_312.gif)
![[Graphics:../Images/LegendrePolyMod_gr_314.gif]](../Images/LegendrePolyMod_gr_314.gif)
(c) John H. Mathews 2005