which transformation shows a reflection of △def?
which transformation shows a reflection of △def?
Answer
Explanation:
Step1: Recall reflection properties
In a reflection, the pre - image and the image are congruent, and the line of reflection is the perpendicular bisector of the segments connecting corresponding points.
Step2: Analyze each option
Check for congruence and orientation change. A reflection flips the figure over a line, changing its orientation while keeping the shape and size the same.
Answer:
The option where △DEF and △D'E'F' are congruent and have a flipped orientation with respect to each other is the correct reflection. Without seeing the specific details of each option clearly, in general, look for the pair of triangles where corresponding sides and angles are equal and the overall orientation is reversed.