What is the next step in the construction of an angle bisector of angle ABC?

Answer:
The answer is option A.
Use a compass to draw a circle of any radius less than [tex]\vec {AB}[/tex],with vertex B as the center.
Step-by-step explanation:
Steps for drawing angle bisector of ∠ ABC.
Step 1. Draw any angle ABC
Step 2. Draw a circle using compass of any radius less than AB, with vertex B as the center. Then the arc will cut on AB an BC such that say point P on AB and point Q on BC.
Step 3. Now take measure more than AP or BQ
Step 4. Cut the arcs using compass on point P and point Q. You will get the intersection point.
Step 5. From that point say S draw a line to B. You will have SB, that is the angle bisector of angle ABC