Question

What three properties hold true for congruence of segments?

Answer 1

Answer:

Step-by-step explanation:

Congruence of segments means that two segments or shapes are equal of both size and shape.

The segments can be a triangle, rectangle, line or any shape.

If two segments are congruent, that means they have the same lengths and equal angles.

The transitive property means that if two segments are similar, then the third segment is similar. For instance, if angle a = angle b, and angle b = angle c, then angle a = angle c.

The symmetric property means the segments are in symmetry, for instance, if line AB = CD, then CD = AB.

Finally, the reflexive property means both the segments are the mirror image to each other, so A = a and B = b in two different shapes or lines.