You are given the steps for constructing the bisector of an angle using a compass and a straightedge. Arrange the steps in the correct sequence. Place the compass needle on the vertex of the given angle. Name the vertex point A. Move the compass needle to D. If required, adjust the compass width at this point. Draw an arc within the mouth, or opening, of the angle. Without changing the width of the compass, move its needle to point E and draw another arc that crosses the arc drawn from D. Draw an arc intersecting both rays of the angle. Mark and label the points of intersection D and E. Mark the point of intersection of the arcs centered at D and E. Label the point F. Draw a straight line from vertex A passing through point F. Ray A F bisects angle B A C. Set the compass to any convenient width.