Question

⚠️PLEASE HURRY⚠️

Answer 1

Answer:

bisecting a line segment I believe ^°^

Answer 2

Answer:

bisecting a line segment

Step-by-step explanation:

We can immediately eliminate anything with an angle because there aren't any angles to bisect.

If we draw a line through the X points, it seems as though the line passes through the midpoint of $\overline{AB}$. This, combined with the fact that the line segment through the X points is smaller than $\overline{AB}$ by inspection, leads us to believe we are $\boxed{bisecting~a~line~segment}$.

Extra: Definition bank:

* Bisecting an angle: Constructing a line that "cuts" the degree of the angle in half.

* Bisecting a line segment: Constructing a line perpendicular to the original line that "cuts" the line in half(i.e. goes through the midpoint of that line).

* Copying an angle: Take the two lines that form an angle and constructing the same two lines with the same angle elsewhere.

* Copying a line segment: Constructing the same line segment elsewhere.