QuestionGiven that $\triangle C A R \cong \triangle P E T$, which of the following must be true? $\angle C \cong \angle P$ $\overline{R A} \cong \overline{T P}$ Two of these $\overline{C R} \cong \overline{E T}$

Studdy Solution
Determine which statements must be true based on the congruence of the triangles. Since the triangles are congruent, corresponding angles and sides are equal: - $\angle C \cong \angle P$ is true because $C$ corresponds to $P$. - $\overline{R A} \cong \overline{T P}$ is false because $R A$ corresponds to $T E$. - $\overline{C R} \cong \overline{E T}$ is true because $C R$ corresponds to $P T$.
Since two statements are true ($\angle C \cong \angle P$ and $\overline{C R} \cong \overline{E T}$), the correct answer is:
"Two of these"