Answer:
The correct option is C.
Step-by-step explanation:
According to the transitive property congruence, if first and second triangle are congruent, second and third triangle congruent then first and third triangle must be congruent.
Let A ,B and C are triangles. If
[tex]A\cong B, B\cong C[/tex]
then,
[tex]A\cong C[/tex]
In option on two triangle are congruent. For transitive property we need three triangles therefore option A and B are incorrect.
In option C,
[tex]\triangle EFG\cong \triangle HJK[/tex]
[tex]\triangle HJK\cong \triangle MNP[/tex]
Then,
[tex]\triangle EFG\cong \triangle MNP[/tex]
Therefore option C is correct.
In option D the relation between three triangles is not given therefore option D is incorrect.
