- #1
halfoflessthan5
- 16
- 0
theres one line that keeps coming up in proofs that I don't get. How do i get from
[tex]\int[/tex] ([tex]\hat{p}[/tex][tex]\Psi[/tex]1)*[tex]\Psi[/tex]2 + i [tex]\int[/tex] ([tex]\hat{x}[/tex][tex]\Psi[/tex]1)[tex]\Psi[/tex]2
to
[tex]\int[/tex] ( ([tex]\hat{p}[/tex]-i[tex]\hat{x}[/tex]) [tex]\Psi[/tex]1)*[tex]\Psi[/tex]2
using the fact that p and x are Hermitian.
im sure its painfully simple but i can't see it.
[tex]\int[/tex] ([tex]\hat{p}[/tex][tex]\Psi[/tex]1)*[tex]\Psi[/tex]2 + i [tex]\int[/tex] ([tex]\hat{x}[/tex][tex]\Psi[/tex]1)[tex]\Psi[/tex]2
to
[tex]\int[/tex] ( ([tex]\hat{p}[/tex]-i[tex]\hat{x}[/tex]) [tex]\Psi[/tex]1)*[tex]\Psi[/tex]2
using the fact that p and x are Hermitian.
im sure its painfully simple but i can't see it.