Question

In the given figure, state the rule of congruence followed by congruent triangles LMN and ONM​

Answer 1

Answer:

SSS congruency condition

Step-by-step explanation:

In ΔLMN and ΔONM

LN=MO(Given)

ML=NO(Given)

NM=MN(common)

from this by SSS congruency condition, ΔNLM≅ΔMON

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Answer 2

Answer:

Side - Side - Side rule.

Step-by-step explanation:

As we know given picture can be divide into two congruent triangles as given below

⇒ Δ LMN  and Δ ONM  

Here  Side LM = Side ON   [ from given figure ]    

          Side LN = Side OM  [ from given figure ]  

          Side MN = Side MN [ common in both triangles ]  

Therefore, in two congruent triangles Three sides of ΔLMN are equals to three side of  ΔONM    

The rule followed by congruent triangles LMN and ONM​ is Side-Side-Side rule.

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