The discussion revolves around the topic of eigenfunctions in the context of the Schrödinger equation, particularly focusing on confirming whether a given wave function qualifies as an eigenfunction.
The discussion is ongoing, with participants providing feedback on the clarity of the original poster's submission. There is a suggestion to operate on the wave function with the Hamiltonian to check for eigenfunction properties, indicating a potential direction for exploration.
The original poster is under time constraints due to an upcoming exam, which may influence the urgency and nature of the questions being raised.
Your attempt at a solution is not relevant to the question. To show that the given wavefunction is an eigenfunction, you need to operate on it with the Hamiltonian and see whether you get back the same wavefunction times a constant, in this case one of the energies ##E_n##.medofx said:
