Suppose △ABC≅△EFG.

Which congruency statement is true

AC≅FG

∠BAC≅∠FEG

AB≅EG

∠CBA≅∠GEF

ABC = EFG

A = E

B = F

C = G

1. AC = FG. A = E, C = G. So it should have been AC = EG, making this answer incorrect.

2. BAC = FEG. This answer is correct. Notice how B = F, A = E, and C = G

3. AB = EG. A = E is correct. But B = G isn't correct, making this answer inaccurate. It should have been AB = EF since B = F.

4. CBA = GEF. C = G is correct. B = E is incorrect. A = F is also incorrect. Making this answer inaccurate.

The Correct answer is choice 2, BAC = FEG