Question

question
quadrilateral ( oykl cong ) quadrilateral ( zasx ). if ( lo = 8 ), find ( za ).
answer attempt 1 out of 2
( za ) be determined.

Explanation:

Step1: Recall Congruent Quadrilaterals

Congruent quadrilaterals have corresponding sides equal. So, we need to find the corresponding side of \( LO \) in quadrilateral \( ZASX \).

Step2: Identify Corresponding Sides

In congruent quadrilaterals \( OYKL \cong ZASX \), the order of the letters gives the correspondence. So, \( LO \) corresponds to \( ZA \) (since \( L \) corresponds to \( Z \) and \( O \) corresponds to \( A \) from the order \( OYKL \) and \( ZASX \)).

Step3: Use Congruence Property

Since corresponding sides of congruent quadrilaterals are equal, if \( LO = 8 \), then \( ZA = LO = 8 \). So \( ZA \) can be determined.

Answer:

can