Question

complete the congruence statement.
efgh ≅
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Explanation:

Step1: Match corresponding vertices

• In congruent polygons, corresponding angles and sides are equal.
• For quadrilateral \(EFGH\) and the other quadrilateral:
• \(\angle E = 58^{\circ}\), \(\angle W=58^{\circ}\), so \(E\) corresponds to \(W\).
• \(\angle F = 122^{\circ}\), \(\angle X = 122^{\circ}\), so \(F\) corresponds to \(X\).
• \(\angle G=58^{\circ}\), \(\angle U = 58^{\circ}\), so \(G\) corresponds to \(U\).
• \(\angle H=122^{\circ}\), \(\angle V=122^{\circ}\), so \(H\) corresponds to \(V\).

Answer:

\(EFGH\cong WXUV\)