A, B, and C are the centers of 3 circles. Select all the segments that are congruent to AB.

The answer is "ΔABC ~ ΔEDF; x equals r times w over z "

Step-by-step explanation:

In the given question an attached file is missing. so, please find the file and its solution:

Given:

∠A = 47

∠C= 62

∠D = 71

∠F= 47

In the given triangles equation it closed by the angle to angle, while all 3 types are consistent.  

In the triangle ABC  and the DEF:

⇒∠A+ ∠B+∠C =180         and                 ⇒∠D+ ∠E+∠F =180

⇒∠B+ 109 =180                                       ⇒∠F+ 118  =180

⇒∠B= 71                                                   ⇒∠B= 62

On comparing the Δ ABC and  Δ EDF

∠A=∠E

∠B=∠D

∠C=∠F

So,