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In ∆ LMN and ∆ LON
Angle MLN = Angle OLN (given)
LN = LN (common)
Angle LNM = Angle LNO(given)
So ,
∆ LMN is congruent to ∆ LON
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Answer:
IN ΔLMN andΔ LON
∠ OLN=∠ MLN[GIVEN]
∠OML=∠MNL[GIVEN]
LN=LN [COMMON]
HENCE THEY ARE CONGRUENT BY ASA CONGRUENCY RULE
Step-by-step explanation:
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