Ifthen determine which side ofis congruent to BC.

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None of the above

answer is A.

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Detailed Solution

Concept- When two triangles are congruent, their three sides and three angles are equal. In order to understand the meaning of congruent in this question, we will use the concepts of rotation, reflection, and translation.
In this question, we are given

.
It indicates that shapes can change into one another by using turns, flips, or slides.
Turning, flipping, or sliding are actions we can perform. The following provides a graphical
Rotation:
Question Image

Reflection:
Question Image

Translation:
Question Image

According to the definition of congruence, two triangles that are congruent will have exactly the same three sides and three angles.
By the triangles' congruence property, it is then clear that

.
In both triangles, the corresponding sides are

and

.
The triangle's

side is the last corresponding side.
Finding the side in the problem that corresponds to side BC in the ABC is our main objective
We can conclude that BC is congruent with side YZ because

.
Hence, the correct answer is option 1.

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