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△klm≅△vwu. what is m∠w?

Question

△klm≅△vwu. what is m∠w?

Explanation:

Step1: Use the property of congruent triangles

Since \(\triangle KLM\cong\triangle VWU\), corresponding angles are equal. That is \(\angle W=\angle L\)

Step2: Identify the measure of \(\angle L\)

From \(\triangle KLM\), we can see that \(m\angle L = 62^{\circ}\)

Answer:

\(62\)