Final answer:
In the given configuration "abdefc," the corresponding parts for the angles are:
a. ( ∠ a) corresponds to (∠ efc )
b. ( ∠ b ) corresponds to (∠ fce)
c. ( ∠ c ) corresponds to ( ∠ fec)
Step-by-step explanation:
Certainly! In geometry, when two figures are congruent, their corresponding parts (sides and angles) are equal. In the given configuration "abdefc," we have a sequence of points on a figure.
Here's an explanation of the corresponding parts:
a. ( ∠ a ) corresponds to ( ∠ efc ): This means that the angle at point ( a ) is equal to the angle at point (e) in the second figure.
b. ( ∠ b ) corresponds to (∠ fce ): This means that the angle at point ( b ) is equal to the angle at point (f) in the second figure.
c. (∠ c) corresponds to ( ∠ fec ): This means that the angle at point (c) is equal to the angle at point (f) in the second figure.
So, in the given configuration, the corresponding angles ( ∠ a, ∠ b, ) and ( ∠ c ) in the first figure are equal to the angles ( ∠ efc, ∠ fce, ) and (∠ fec ) respectively in the second figure.
The correct option is not given.