Question

the two polygons below are similar.
complete the similarity statement.

Explanation:

Step1: Identify corresponding sides

In similar polygons, corresponding sides are in proportion. For the first polygon, sides are \(18\) and \(24\). For the second polygon, sides are \(6\) and \(8\).

Step2: Match the order

Since \(18\div6 = 3\) and \(24\div8=3\), the first polygon \(DEFG\) (assuming the order of vertices based on side - length correspondence) corresponds to the second polygon \(WXUV\) (as \(18\) corresponds to \(6\) and \(24\) corresponds to \(8\) in the order of side - length matching for similar polygons).

Answer:

\(DEFG\sim WXUV\)