Prove each of the following. (a) H'n(x) = 2nHn-1(x), n = 0. 1... (b) Hn(x) -2xHn(x) +
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(a) H'n(x) = 2nHn-1(x), n = 0. 1...
(b) Hʹʹn(x) -2xHʹn(x) + 2nHn(x) = 0. n = 0. I,...
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