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If ABC is mapped onto DEF after a line of reflection and DEF is mapped onto XYZ after a translation, the relationship between ABC and XYZ is that they are always...A. Congruent but not similarB. Similar but not congruentC. Neither similar not congruentD. Congruent and similar

User StackErr
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1) Since reflection and translation are rigid transformations, i.e. their angles, and their lengths and widths remain the same between the pre-image and the image.

We can write the following about it, considering that similar figures have proportional sizes and equal angles

2) So we can say that ABC is Congruent but not similar to XYZ

User Pocockn
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