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Are these triangles congruent? If they are, justify it which congruence statement. If not, say cannot be determined. *

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According to the figure given

We are given triangle GFH and EFH


\begin{gathered} <\text{ H }\cong\text{ < F} \\ FE\text{ }\cong\text{ GH} \end{gathered}

Line FE is parallel to line GH

Therefore, the triangles are congruent by side and angle

User Lucas Weyne
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