Question

copy the triangles and highlight congruent parts. mark and highlight additional congruent parts that can be proven. explain why the parts are congruent. state how the triangles can be proven congruent, if possible

Explanation:

Step1: Analyze the congruent parts

By the reflexive property, the common side is congruent.

Step2: Check the angle - angle - side (AAS) condition

We have two angles and a non - included side. The two angles (one is given, and the other can be proven as vertical angles or alternate interior angles in some cases) and the non - included side (the common side from reflexive property) satisfy the AAS congruence criterion.

Answer:

Reflexive Property, AAS