Question: (b) Leibnitz's theorem states that ifn is a positive integer, then De(uv) = 0 Cn ( Dn-ru) (Dry), dn n! where u, v are functions

(b) Leibnitz's theorem states that ifn is a positive integer, then De(uv) = 0 Cn ( Dn-ru) (Dry), dn n! where u, v are functions of c, Dn = and On = F! (n - r ). Use Leibnitz's theorem to show that (12 marks) (x2 -1) y2+ (2n+ 1):yr. + (n2 -mz )y, = 0

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