An angle bisector is a straight line that divides a given angle into two equal angles. The steps required to construct a bisector of angle BAC are stated below:
Given angle BAC,
- Draw an internal arc to line BA and AC at points E and F respectively, using any radius and point A as the center.
- With the same or other radius and the point E as the center, draw an arc.
- With the same radius and point F as the center, draw another arc to intersect the previous arc at point G.
- Draw a straight line from A through G. This is an angle bisector of BAC.
The line AG is the angle bisector required which divides angle BAC into two equal angles.
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