In the following figure, OQ is the angle bisector of ∠ POA Then, what is ∠ POQ?
45°
60°
Since OQ is angle bisector of ∠POA, ∠POQ = ∠QOA= 45∘.
In the following figure, \(\angle\)\(POQ\) = \(\angle\)\(QOA\) = \(45^\circ\). Then OQ is the angle bisector of \(\angle\)\(POA\).
In the following figure, if OQ is angle bisector of ∠POA, then ∠POQ will be equal to ___.
In the following figure, if OQ is angle bisector of ∠POA, then ∠POQ will be equal to ___ degree.