1. The problem statement, all variables and given/known data I have attached a graph of a Psi^2 versus position (x) graph. The question asks me to calculate the constant c in nm^(-1/2) 2. Relevant equations ¡¹h2 d2Ã(x) dx2 + U(x)Ã(x) = EÃ(x) Also, I know that you have to use normalization so that The integral of cPsi^2=1. 3. The attempt at a solution I am just not sure how to come up with an integral for the graph. Also, is there a general procedure for calculating these constants so that I can reproduce it in other problems?