*State the test by which the two triangles in the adjoining figure are congruent .*
1️⃣ S-S-S Test
2️⃣ S-A-S Test
3️⃣ A-S-A Test
4️⃣ Hypotenuse-side test
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Step-by-step explanation:
according to me it is SAS because for hypotenuse side test we also want the measures of base of both the traingle which is not given,
in ∆IJK and ∆IJL
IJ = IJ (common)
angle J = angle J ( given, common )
KI = LI ( given )
therefore ∆IJK is congruent to ∆IJL by SAS congruence criterias.
hope this answer helps you dear!
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