To find the length of \( \overline{LF} \) given that \( \Delta LAF \cong \Delta NOW \), we would typically need more information about the corresponding sides or angles in these triangles.
However, if we assume that the congruency of the triangles means that the corresponding sides are equal, we can look at the corresponding lengths.
If you could provide specific side lengths or any relationships between sides of triangles \( \Delta LAF \) and \( \Delta NOW \), I would be able to help you determine the length of \( \overline{LF} \) more concretely.
Please provide any additional details or relationships, such as the lengths of the sides of triangle \( \Delta NOW \), and I’ll assist you from there!
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