Answer to Question #24176 in Quantum Mechanics for Morgan

Question

The distribution of answer in part A is governed by the Distribution operator or (operator D). This operator is applied to a composite wave function  that contains four component wave functions. The scrambled composite wave function is written as follows FKE!CULRUR of which one component wave function might be CL. The operator and wave function in the Schroedinger equation produces three eigen values associated with the distribution according to the equation
(operator D)() =  wherein two ’s are each composed of two components of the four in the scrambled FKE!CULRUR.

The scrambled values of the three eigen values is 139010.

The proper wave functions and the proper eigen values gives the entire solution to part A.