In the following figure, OQ is the angle bisector of $\angle POA$
Then, what is $\angle POQ$?

In the following figure, $\mathrm{\angle }$$POQ$ = $\mathrm{\angle }$$QOA$ = ${45}^{\circ }$.
Then OQ is the angle bisector of $\mathrm{\angle }$$POA$.

In the following figure, $\mathrm{\angle }$$POQ$ = $\mathrm{\angle }$$QOA$ = ${45}^{\circ }$.
Then OQ is the angle bisector of $\mathrm{\angle }$$POA$.

In the following figure, if OQ is angle bisector of $\angle$POA, then $\angle$POQ will be equal to ___.

In the following figure, if OQ is angle bisector of $\angle$POA, then $\angle$POQ will be equal to ___ degree.