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(Solved): Consider a quantum system described by the wave function: 12=1+2 where EI is the eigenvalue o ...




Consider a quantum system described by the wave function: \( \psi 12=\psi 1+\psi 2 \)
where \( \mathrm{EI} \) is the eigenval
Consider a quantum system described by the wave function: where is the eigenvalue of and is the eigenvalue of . The functions and are part of a complete set of eigenfunctions to. Prove, step by step, that is normalized.


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To prove that the wave function ?12=?1+?2 is normalized, we need to show that the integral of the absolute square of ?12 over all space is equal to 1.
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