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Which equation BEST represents the expectation value of the observable, $o$?

A

$\left< { o } \right> = \cfrac { \widehat { O } \Psi }{ \Psi } $

B

$\left< { o } \right> =\int { { \Psi }^{ * }\widehat { O } \Psi } d\tau$

C

$\left< { o } \right>=\cfrac { 1 }{ \int { { \Psi }^{ * }\Psi } d\tau } $

D

$\left< { o } \right>=\cfrac { 1 }{ 2 } \hbar $

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