QuestionTranslate triangle $\triangle FGH$ down 2 units and left 5 units to get triangle $KLM$. Complete the congruence statements:
$$\begin{aligned} \overline{GH} \cong & \\ \angle K \cong & \\ \overline{MK} \cong & \\ H \cong & \\ \end{aligned}$$

Studdy Solution
The vertex $H$ in $\triangle FGH$ corresponds to vertex $M$ in $\triangle KLM$ after the translation. Therefore, we can say that $H \cong M$.
So, the completed congruence statements are$$\begin{aligned} \overline{GH} \cong & \overline{LM} \\ \angle K \cong & \angle F \\ \overline{MK} \cong & \overline{HF} \\ H \cong & M \\ \end{aligned}$$