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bcde ≅ opqr. what is pq? kilometers

Question

bcde ≅ opqr. what is pq? kilometers

Explanation:

Step1: Recall Congruent Polygons

Congruent polygons have corresponding sides equal. So, \( BCDE \cong OPQR \) means corresponding sides are congruent.

Step2: Identify Corresponding Side

Find the side in \( BCDE \) that corresponds to \( PQ \). In the order of the vertices (\( B - C - D - E \) and \( O - P - Q - R \)), \( DE \) in \( BCDE \) corresponds to \( PQ \) in \( OPQR \).

Step3: Get Length of Corresponding Side

From \( BCDE \), \( DE = 33 \) km. So, \( PQ = DE = 33 \) km.

Answer:

33