# Evaluating a term in bra-ket notation

Hi, i am evaluating the integral $\int_{-\infty}^{+\infty}dE \langle p'|E \rangle \langle E| e^{-iEt/ \hbar} |p\rangle$

However, i am unsure how to evaluate $\langle E| e^{-iEt/ \hbar} |p\rangle$ . I am not sure if it is simply $e^{-iEt/ \hbar}$ $\times$ $\langle E|p\rangle$ or something else. Any advice would help. Thank you

## Answers and Replies

Fredrik
Staff Emeritus
Science Advisor
Gold Member
It is, since that exponential is just a number. This post explains bra-ket notation.

alright, thank you for your help