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RJLiberator
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Homework Statement
Let A be an nxn matrix, and let |v>, |w> ∈ℂ. Prove that (A|v>)*|w> = |v>*(A†|w>)
† = hermitian conjugate
Homework Equations
The Attempt at a Solution
Struggling to start this one. I'm sure this one is likely relatively quick and painless, but I need to identify the trick behind it.
Are there any tips?
My only current thought is to use the properties of inner products. Should I look at each element of the matrix A one by one?