So,We Find One Solution (r)=Be-r is a solution to the Schrodinger Equation: =1 -e2 and E= ao 8ne.ao Because the probability of finding the e must be 1.0 if we B look over all space: Other functions of the form (Ar2-Br-C)e-or also work: 1e2 .Enwhere the order of the polynomial is(n+1). Additional work is required to determine the time dependence of any given solution to the Schrodinger equation -10So, We Find One Solution  Ψ(r) = Be-αr is a solution to the Schrödinger Equation: α = 1 a0 and  Because the probability of finding the e- must be 1.0 if we look over all space: B = 1 πa0 3  Other functions of the form (Ar2–Br–C)e-αr also work: where the order of the polynomial is (n+1).  Additional work is required to determine the time dependence of any given solution to the Schrödinger equation E = -e 2 a 8πεo 0  E = 1 n 2 -e 2 a 8πεo 0 III-10