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Question
what is m∠lnm? for items 3 - 4, use △jkl and △lmn shown.
Step1: Identify congruent triangles
Since the markings show equal - side lengths, we can assume \(\triangle JKL\cong\triangle LMN\) (by SSS - Side - Side - Side congruence criterion).
Step2: Use congruent - angle property
Corresponding angles of congruent triangles are equal. The angle corresponding to the \(72^{\circ}\) angle in \(\triangle JKL\) in \(\triangle LMN\) is \(\angle LMN\). So \(m\angle LMN = 72^{\circ}\).
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\(72^{\circ}\)