Answer: we can say that AX is equal to XB. This means that the length of segment AX is equal to the length of segment XB, indicating that X is the midpoint of segment AB.
Explanation:
Given that X is exactly between points A and B,
2. X divides segment AB into two equal parts,
The definition of a midpoint is that it is a point that divides a line segment into two congruent segments. In this case, X is the point on segment AB that is equidistant from both points A and B. Therefore We can say that AX is equal to XB. This means that the length of segment AX is equal to the length of segment XB, indicating that X is the midpoint of segment AB.