Use the image to answer the question.
Horizontal line segment upper A upper B is intersected at the midpoint upper C by an upward sloping line upper G upper F with arrows at both ends.
Aimee constructed GF←→
, a line segment bisector of AB¯¯¯¯¯¯¯¯
, which passes through point C
. If AB=4
units, what is AC
?
(1 point)
AC=
Based on the image and the given information, AC would be half the length of AB since point C is the midpoint of AB. Since AB is 4 units long, AC would be 2 units long.
Therefore, AC = 2.
To find AC, we need to understand that the line segment bisector of AB (GF) passes through point C, which is the midpoint of AB.
Since C is the midpoint, AC is half the length of AB. Since AB is 4 units, AC would be half of that.
Thus, AC = 4/2 = 2 units.