To find the length of \( \overline{LF} \) given that \( \Delta LAF \cong \Delta NOW \), we need to analyze the corresponding sides of the congruent triangles.
Since the triangles are congruent, the lengths of corresponding sides will be equal. Assuming the sides are labeled correspondingly as follows:
- \( L \) corresponds to \( N \)
- \( A \) corresponds to \( O \)
- \( F \) corresponds to \( W \)
We need to find the length of \( \overline{LF} \). With the options provided (7, 3, 12, 5), we would need the side lengths of triangle \( NOW \) or information that directly states the length of \( \overline{LF} \).
If you can provide the lengths of the sides of \( \Delta NOW \) or any additional information from the image, I could help better determine the length of \( \overline{LF} \). Please share that information so we can proceed!
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