Question

Need to know criterion for the above figure no e
Congruent part is
Triangle LMN and triangle QRP
I will mark the first answer as brainliest

Answer 1

Answer:

In △PQR and △LMN

⇒ PQ=QR and QR=LN

∴ PQ=LN

⇒ ∠P=∠M

⇒ Here, only one side and one angle are equal, so these both triangle cannot be congruent.

⇒ Two angles in both triangles are also not equal so, triangles are not isosceles.

∴ Correct answer is option D.

Answer 2

Bro if you are talking about the figure. e.

Then the criteria used for triangle LMN and Triangle QRP is :-

AAS

Since in Triangle LMN and triangle

QRP then Angle N=Angle P

Angle L=Angle Q

LM = RQ

Hence Triangle LMN is congruent to triangle QRP