Daniels Sanders
04/07/2023 · Senior High School
Identify the property that justifies the statement. \( \angle X Y Z \cong \angle P D Q \) and \( \angle P D Q \cong \angle A B C \) so \( \angle X Y Z \cong \angle A B C \). Trans. Prop. of \( \cong \) Sym. Prop. of \( \cong \) Add. Prop. of \( \cong \) Reflex. Prop. of \( \cong \)
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The property that justifies the statement is the **Transitive Property of \( \cong \)**.
This property states that if \( \angle X Y Z \cong \angle P D Q \) and \( \angle P D Q \cong \angle A B C \), then it follows that \( \angle X Y Z \cong \angle A B C \).
Quick Answer
Transitive Property of \( \cong \)
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