Question

Two isosceles triangles ΔJKL and ΔEFG are given, such that JK = KL, EF = FG and the length of side JL is equal to the length of side EG.

Mandar says "ΔJKL is congruent to ΔEFG only if JK is also equal to EF."

Sohail says "ΔJKL has to be congruent to ΔEFG as JL is equal to EG."

John says "Two isosceles triangles can never be congruent."

Who is correct?​

Answer 1

Answer:

mandar is correct

Step-by-step explanation:

as both triangles are isosceles 2 sides are equal

and that is given in the same triangle but to proove congruent you need three elements of both triangles to be prooved equal so, the side which is of different length is given equal to the other triangle so we hv only one element equal but if we go according to mandar we get that 3 elements are equal and we csn prrove congruency.