Hello! I have a doubt which came in my mind while solving a geometry question
Suppose we have 2 rays \(OA \) and \(OB\) with same end point \(O\). Angle \(AOB\) is any acute angle with value \(x\).
another ray \(OC \) is drawn such that it divides acute Angle \( AOB\) into two parts, not necessarily equal.
Suppose there is a point \(D\) on the ray \(OA\).
My question is that, will a point \(E\) always exist on ray \(OB\) such that \(OC\) bisect \(DE\)?