list the angles of the triangle in order from smallest to largest.
choose the correct answer below.
a. ∠m, ∠k, ∠l
b. ∠k, ∠l, ∠m
c. ∠l, ∠m, ∠k
d. ∠k, ∠m, ∠l
e. ∠l, ∠k, ∠m
f. ∠m, ∠l, ∠k

Question

Accepted Answer

# Explanation:
## Step1: Recall the triangle side - angle relationship
In a triangle, the larger the side length, the larger the angle opposite it.
## Step2: Compare the side lengths
We have side lengths $KL = 11$, $LM=14$, and $KM = 15$. So, $KL<LM<KM$.
## Step3: Determine the angles opposite the sides
The angle opposite $KL$ is $\angle M$, the angle opposite $LM$ is $\angle K$, and the angle opposite $KM$ is $\angle L$.
Since $KL<LM<KM$, then $\angle M<\angle K<\angle L$ is incorrect. But if we consider the correct correspondence:
The side - angle relationship: Let's re - check. The side opposite $\angle M$ is $KL = 11$, the side opposite $\angle L$ is $KM=15$, and the side opposite $\angle K$ is $LM = 14$.
Since $11<14<15$ (i.e., $KL<LM<KM$), then $\angle M<\angle L<\angle K$

# Answer:
F. $\angle M,\angle L,\angle K$

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QUESTION IMAGE

Question

Explanation:

Step1: Recall the triangle side - angle relationship

Step2: Compare the side lengths

Step3: Determine the angles opposite the sides

Answer: