QQuestionAnatomy and Physiology
QuestionAnatomy and Physiology
# Question 24 of 25
Multiple Choice: Please select the best answer and click "submit."
Which statement is an example of the symmetric property of congruence?
A.
If $\triangle E F G \cong \triangle H J K$, and $\triangle H J K \cong \triangle M N P$, then $\triangle E F G$
B. If $\triangle E F G \cong \triangle H J K$, then $\triangle H J K \cong \triangle M N P$.
C. $\triangle E F G \cong \triangle E F G$
D. If $\triangle E F G \cong \triangle H J K$, then $\triangle H J K \cong \triangle E F G$.
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Step 1I'll solve this step by step:
Step 2: Understand the symmetric property of congruence
The symmetric property states that if one triangle is congruent to another, then the second triangle is also congruent to the first.
Final Answer
If \triangle EFG \cong \triangle HJK, then \triangle HJK \cong \triangle EFG. The symmetric property ensures that congruence is a symmetric relation, meaning the order of the triangles does not matter when stating their congruence.
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