Question

If LMC ~ BJK, then _____ ~ JB a- LC b-ML c-CM d-CL

Answer 1

Answer:   $\overlien{ML}$

Step-by-step explanation:

We know that the corresponding parts of two congruent triangles are congruent.

If $\triangle{LMC}\cong\triangle{BJK}$

Then , $\angle{L}\cong\angle{B}$

$\angle{M}\cong\angle{J}$                            (1)

$\angle{C}\cong\angle{K}$                           (2)

Then from (1) and (2) the side congruent to $\overlien{JB}$ is $\overlien{ML}$.

Answer 2

The answer would be b- ML.

to do this you should look at the similarity statement and match up the letters in the correct order... if that makes sense?