Name a pair of congruent triangles. Then state the triangle congruence postulate that shows the triangles are congruent. $\overline{AB}\cong\overline{DE}\cong\overline{GH}$, $\angle{BAC}\cong\angle{DEF}\cong\angle{HGI}$, $\angle{ABC}\cong\angle{EFD}\cong\angle{GHI}$
Problem 2
Complete this congruence statement for these two triangles. Then state the triangle congruence postulate that shows the triangles are congruent.
Triangle \(LMN\) is congruent to triangle \(\underline{\hspace{.5in}}\).
Here is rectangle \(ABCD\). Prove that the diagonals are congruent.
Problem 5
Name a pair of congruent triangles. Then state the triangle congruence postulate that shows the triangles are congruent. $\angle{ACT}\cong\angle{GMO}\cong\angle{EDN}$, $\angle{CAT}\cong\angle{GOM}$, $\overline{AT}\cong\overline{GO}\cong\overline{EN}$
