Question

If △DEF ≅ △BCA, Write the part(s) of △ BCA that correspond to

i) ∠E iii) ∠F

ii) EF iv) DF
please tell me the answer with step by step explanation​

Answer 1

Step-by-step explanation:

if △DEF ≅ △BCA, then

∠E = ∠C -----(c.a.c.t.)

∠F = ∠A -----(c.a.c.t.)

seg EF = seg CA --------(c.s.ct.)

seg DF = seg BA --------(c.s.c.t.)

Because if two triangles are congruent then its remaining corresponding sides and angles are also congruent

Here 'c.a.c.t.' means 'Corresponding Angles o Congruent Triangles'

and 'c.s.c.t.' means 'Corresponding Sides of Congruent Triangles'

Answer 2

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