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Hey, I've been trying to solve this problem it sounds simple but i don't know where to start:
If [tex]\phi_{1}[/tex] and [tex]\phi_{2}[/tex] are normalised, have the same eigenvalue and obey [tex]\int \phi_{1}*\phi_{2}d\tau = c[/tex] find the linear combination that is normalised and orthogonal to [tex]\phi_{1}[/tex]
Thanks
If [tex]\phi_{1}[/tex] and [tex]\phi_{2}[/tex] are normalised, have the same eigenvalue and obey [tex]\int \phi_{1}*\phi_{2}d\tau = c[/tex] find the linear combination that is normalised and orthogonal to [tex]\phi_{1}[/tex]
Thanks