Question: Plz answer this as quickly as possible I've attached the formulas, it is due in less then 1hr30 I'll ???? if it's early 3. The

3. The confluent hypergeometric functions (A9.1), whose first parameter is a negative integer, are related to Laguerre polyno

Plz answer this as quickly as possible I've attached the formulas, it is due in less then 1hr30 I'll ???? if it's early

When the first parameter a is a negative integer -n, the expression (A9.1) reduces to a polynomial of degree n proportional t

00 The confluent hypergeometric function Fi(a,c, 2) is defined almost everywhere on C by the power series 1F1(a,c, 2) = r(a +

3. The confluent hypergeometric functions (A9.1), whose first parameter is a negative integer, are related to Laguerre polynomials by (A9.6), T(n + a + 1) n!I (a + 1) Using the generating integral, calculate the integrals La(x) = I 21+2 2Zr nao 1F1(-n, a +1, z). Toe [1P(-ne) 1. and deduce the normalisation of the radial wave functions Rnt (r) of the hydrogen atom. Fi(-nr, 21 +2, 2Zr nao dr (11) (12)

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