Question

complete the congruence statement.
lmno ≅
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Explanation:

Step1: Identify corresponding vertices

In congruent polygons, corresponding angles and sides are equal.
For quadrilateral \(LMNO\) and the other quadrilateral:

• \(\angle M = 97^{\circ}\) corresponds to \(\angle T=97^{\circ}\)
• \(\angle N = 131^{\circ}\) corresponds to \(\angle U = 131^{\circ}\)
• \(\angle O=81^{\circ}\) corresponds to \(\angle V = 81^{\circ}\)
• \(\angle L = 51^{\circ}\) corresponds to \(\angle S=51^{\circ}\)
• Also, the sides with the same markings (congruent sides) correspond.

Step2: Write the congruence statement

The order of vertices in the congruence statement must match the corresponding vertices.
So, \(LMNO\cong TSUV\)

Answer:

\(LMNO\cong TSUV\)