Question

congruency of triangles practice
complete this assessment to review what youve learned. it will not count toward your grade.
if △def≅△jkl, what conclusion can be drawn about their corresponding parts?
conclusion #1: (overline{ef}congoverline{jk})
conclusion #2: (angle fcongangle k)
conclusion #3: (overline{df}congoverline{jl})
conclusion #4: (angle dcongangle l)
(1 point)
conclusion # is correct.

Explanation:

In congruent triangles, corresponding parts are equal. For △DEF ≅ △JKL, vertices correspond as D↔J, E↔K, F↔L. Check each conclusion: #1 (EF↔JK: E↔K, F↔L → EF↔KL≠JK); #2 (∠F↔∠K: F↔L → ∠F↔∠L≠∠K); #3 (DF↔JL: D↔J, F↔L → DF↔JL=correct); #4 (∠D↔∠L: D↔J → ∠D↔∠J≠∠L).

Answer:

Conclusion #3 is correct.