## KrystaRenee State whether ABC and AED are congruent. yes, by either SSS or SAS yes, by SSS only yes, by SAS only No, there is not enough information to conclude that the triangles are congruent. one year ago one year ago

1. KrystaRenee

2. maym0Re97

SSS or SAS because the lines indicate that two of the sides are equal in length, and you can see from the picture that the last side has a length of seven on both triangles. Also, the angles BAD and BAC have the same angle.

3. mayankdevnani

its option d No, there is not enough information to conclude that the triangles are congruent.

4. mayankdevnani

ok @KrystaRenee

5. mayankdevnani

6. mayankdevnani

i think you are unsatiisfied @KrystaRenee

7. KrystaRenee

I'm confused?

8. mayankdevnani

no, my answer is correct:) m 101% sure

9. KrystaRenee

Ok, thank you.

10. mayankdevnani

welcome

11. KrystaRenee

Actually it said you were wrong on all the questions you answered..

12. mayankdevnani

@hartnn who is correct?

13. hartnn

its the 1st option

14. hartnn

all sides given congruent plus one corresponding angle is equal so sss or sas

15. maym0Re97

Lol no it's definitely not d, it's A. Does my explanation make sense?

16. mayankdevnani

but SAS means side between angle

17. maym0Re97

Regardless, all the sides are given and an angle is given, so it's between two sides that are congruent anyway.

18. maym0Re97

SAS means an angle between two sides lol

19. hartnn

yes, and its between sides...

20. mayankdevnani

oh!!! thnx... sorry @KrystaRenee