in $ \triangle lmn, mn = 8, nl = 13 $, and $ lm = 9 $. which statement about the angles of $ \triangle lmn $ must be t
answer
$ \bigcirc m\angle lm\angle nm\angle m $ $ \bigcirc m\angle lm\angle mm\angle n $
$ \bigcirc m\angle nm\angle mm\angle l $ $ \bigcirc m\angle nm\angle lm\angle m $
$ \bigcirc m\angle mm\angle lm\angle n $ $ \bigcirc m\angle mm\angle nm\angle l $

Question

in $ \triangle lmn, mn = 8, nl = 13 $, and $ lm = 9 $. which statement about the angles of $ \triangle lmn $ must be t
answer
$ \bigcirc m\angle l>m\angle n>m\angle m $ $ \bigcirc m\angle l>m\angle m>m\angle n $
$ \bigcirc m\angle n>m\angle m>m\angle l $ $ \bigcirc m\angle n>m\angle l>m\angle m $
$ \bigcirc m\angle m>m\angle l>m\angle n $ $ \bigcirc m\angle m>m\angle n>m\angle l $

Accepted Answer

# Explanation:
## Step1: Recall the triangle side - angle relationship
In a triangle, the larger side is opposite the larger angle.
## Step2: Compare the side lengths
Given $MN = 8$, $NL=13$, $LM = 9$. So $NL>LM>MN$.
## Step3: Determine the angle order
Since $NL$ is opposite $\angle M$, $LM$ is opposite $\angle N$, and $MN$ is opposite $\angle L$. So $m\angle M>m\angle N>m\angle L$.

# Answer:
$m\angle M > m\angle N > m\angle L$

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QUESTION IMAGE

Question

Explanation:

Step1: Recall the triangle side - angle relationship

Step2: Compare the side lengths

Step3: Determine the angle order

Answer: