Question

if △poq ≅ △wxy, what are the corresponding parts? select all that apply.
(overline{pq}congoverline{wy}) (overline{qo}congoverline{xw}) (angle pcongangle x) (overline{pq}congoverline{yx})

Explanation:

Step1: Recall congruent - triangle property

When $\triangle POQ\cong\triangle WXY$, corresponding vertices are in the same order. So, $P$ corresponds to $W$, $O$ corresponds to $X$, and $Q$ corresponds to $Y$.

Step2: Determine corresponding sides

For sides, $\overline{PQ}$ corresponds to $\overline{WY}$ (since $P - Q$ and $W - Y$ are in corresponding order), $\overline{QO}$ corresponds to $\overline{YX}$ (as $Q - O$ and $Y - X$ are in corresponding order).

Step3: Determine corresponding angles

For angles, $\angle P$ corresponds to $\angle W$, $\angle O$ corresponds to $\angle X$, and $\angle Q$ corresponds to $\angle Y$.

Answer:

$\overline{PQ}\cong\overline{WY}$