2A) Please answer the question completely and accurately with full detailed steps. If we have trial functions, which depend on n, of the form ø,n = x"exp(-ax). We areinterested in being able to perform integrals (for any values of n, m and p) of the form:rtoodra"+m+Pexp(-2ax²).To perform these integrations we introduce the following integral and then employ integra-tion by parts to develop a recursion relation:rtooI (2a) =) = /* dz*ezp(-2ar")(4)1. If u = x2k-1 what is du?2. If dv = xexp(-2ax²)dx, what is v?3. What is the value of uv at x = 0? What is the value of uv at x = -oo?4. What is the value of I-1(2a) in terms of I(2a)?k I(2a)(m,p,n)12|(612*l61) = (øo]a*l60) = ($2\a²\&2) = (ø4|04)TABLE I. Complete the table above by filling in the value of Ik(2a)

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Answered: If we have trial functions, which…

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