Question

the presence of a midpoint will result in what type of segments?
congruent segments
noncoplanar segments
parallel segments
perpendicular segments
question 3 (multiple choice worth 1 points)
(01.06r lc)
what postulate would justify the following statement?
if d is between a and b, then $overline{ad}+overline{db}=overline{ab}$.
angle addition postulate
intersecting lines postulate
points postulate
segment addition postulate

Explanation:

1. By definition, a mid - point divides a line segment into two equal parts. Congruent segments have the same length, so a mid - point results in congruent segments.
2. The Segment Addition Postulate states that if a point D lies between two points A and B on a line segment, then the sum of the lengths of the two smaller segments (AD and DB) is equal to the length of the larger segment (AB).

Answer:

1. A. Congruent segments
2. D. Segment Addition Postulate