Question

use the image to answer the question. anu followed the following instructions: - draw an angle using a straightedge with vertex point q. place points p and r at the end of the angle - forming segments $overline{qp}$ and $overline{qr}$. - using a compass, draw an arc that intersects both sides of the angle. place two points, a and b, at the intersection of the arc with both sides of the angle. - placing the pointed end of the compass on point a, draw a smaller arc inside the angle that extends more than halfway across the inside of the angle. - placing the pointed end of the compass on point b, draw a smaller arc inside the angle that extends more than halfway across the inside of the angle. - place point c at the intersection of the two smaller arcs and draw a segment from the vertex point q to point c. what term best describes segment $overline{qc}$? (1 point) angle bisector segment bisector an arc

Explanation:

The steps described are the standard construction - steps for bisecting an angle. When we follow the steps of drawing arcs from the intersection points of an initial arc with the sides of the angle and then finding the intersection of the new arcs to draw a line from the vertex, we are constructing an angle - bisector.

Answer:

angle bisector