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Which is a true statement about the triangles?L1814N2127KMAJLN AMKN by Side-Angle-Side(SAS) similarityAJLN ~ AKMN by Side-Angle-Side(SAS) similarityAJLN ~ AKMN by Side-Side-Side(SSS) similarityO The triangles are not similar.

Which is a true statement about the trianglesL1814N2127KMAJLN AMKN by SideAngleSideSAS similarityAJLN AKMN by SideAngleSideSAS similarityAJLN AKMN by SideSideSi class=

Respuesta :

We have two triangles that have a common vertice.

So

[tex]\measuredangle JNL=\measuredangle MNK[/tex]

because they are opposite angles by the vertex.

Now, we must check if the sides that form the angles are proportional.

[tex]\frac{\bar{MN}}{\bar{LN}}=\frac{\bar{KN}}{\bar{JN}}[/tex][tex]\begin{gathered} \frac{27}{18}=\frac{21}{14} \\ 1.5=1.5 \end{gathered}[/tex]

So, they are proportional.

That means that the triangles are similar by Side-Angle-Side similarity. The first option is true.

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