Question

the two polygons below are similar.
complete the similarity statement.
tuvw ~ \boxed{}

Explanation:

Step1: Identify corresponding vertices

In similar polygons, vertices are listed in order of correspondence.
For the first polygon \(TUVW\), and the second polygon \(CDEF\).
We match the right - angled vertices and the order of sides.

Step2: Write the similarity statement

Since the order of vertices in the first polygon is \(T\), \(U\), \(V\), \(W\) and in the second polygon (by matching the right - angles and side - length order: if we assume \(TU\) corresponds to \(CD\), \(UV\) corresponds to \(DE\), \(VW\) corresponds to \(EF\), \(WT\) corresponds to \(FC\)) the similarity statement is \(TUVW\sim CDEF\)

Answer:

\(TUVW\sim CDEF\)