We know that an operator is Hermitian when: $\langle f|\hat{O}g\rangle$ = $\langle \hat{O} f|g\rangle$ Parity operator in 1D is simply defined as: $\hat{\Pi} f(x) = f(-x)$ I don't know anything about the eigenvalues of parity operator (that is asked in the next problem). How can I show it is Her...