PLEASE HELP Question: What additional information is needed to prove that triangles ABC and EFG are congruent by the SSS triangle congruence theorem?

A. AB = EG, FH = AC, EF = BC

B. AB = BC, BC =FG, and FG = EG

C. AB = EG, FH = AC, EF = BC

D. BC = EG, FH = EF, AC = BC

NOTE: NONE OF THE OPTIONS GIVEN IS CORRECT. THIS IS THE CORRECT ANSWER.

AB = EF, BC = FG, AC = EG

Step-by-step explanation:

According to the SSS Congruence statement, for ∆ABC to be congruent to ∆EFG, all the sides of ∆ABC must be congruent to all the corresponding sides of ∆EFG.

This means that:

AB must be congruent to EF

BC must be congruent to FG

AC must be congruent to EG

Therefore, additional information is needed to prove that triangles ABC and EFG are congruent by the SSS triangle congruence theorem are:

AB = EF, BC = FG, AC = EG

NOTE: NONE OF THE OPTIONS GIVEN IS CORRECT. THIS IS THE CORRECT ANSWER.

the probability is 0

98%

step-by-step explanation: