Question

What is the correct procedure to complete the construction of an angle bisector according to the given steps?

A) Draw a line segment from the vertex of the original angle to the vertex of the triangle that does not intersect the circle.
B) Draw a line segment from the vertex of the original angle to one vertex of the triangle that intersects the circle.
C) Draw a circle, using the vertex of the triangle that does not intersect the circle as its center.
D) Draw a line segment from the center of the circle to one vertex of the triangle that intersects the circle.

Answer 1

To construct an angle bisector, you need to follow these steps: draw a line segment from the vertex of the original angle to one vertex of the triangle that intersects the circle, draw a circle using the vertex of the triangle that does not intersect the circle as its center, and draw a line segment from the center of the circle to one vertex of the triangle that intersects the circle.

Step-by-step explanation:

The correct procedure to complete the construction of an angle bisector is as follows:

1. Draw a line segment from the vertex of the original angle to one vertex of the triangle that intersects the circle.
2. Draw a circle, using the vertex of the triangle that does not intersect the circle as its center.
3. Draw a line segment from the center of the circle to one vertex of the triangle that intersects the circle.