complete each congruence statement and name the rule used if you cannot show the triangles are congruent from the given information leave the triangles name blank and write s NBT for cannot be determined in place of the rule

Answer:
LAW=WKL
By rule: ASA|SAA
Step-by-step explanation
don't know how to explain it
The triangle LAW ≅ WKL by ASA congruence property.
If corresponding two angles and one corresponding side of two triangles are of same measurement, then the considered pair of triangles are congruent.
We have to complete each congruence statement and name the rule used if cannot show the triangles are congruent from the given information leave the triangles name blank .
The triangle LAW ≅ WKL by ASA congruence
WL = WL (COMMON SIDE)
∠ALW = ∠KWL
∠AWL = ∠KLW
Also, These statements can be noted from the image.
Therefore, The triangle LAW ≅ WKL by ASA congruence property.
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