In triangle ABC, the bisectors of angles A and C meet at point O. Find the angle AOC.

Since the bisector is a ray that divides the angle in half, we need to divide the angle A by 2, so we find out the value of the angle OAC. Next, divide the angle C by 2, so we find out the value of the OCA angle. To find out the angle of the AOC, we need to add the OAC and the OCA and subtract the resulting sum from 180, since The sum of all the angles of the triangle is 180 degrees.