PLZ HELP Translations, rotations, and reflections are rigid transformations. What can you conclude about the measure of sides and angles on any triangle after undergoing a series of transformations? Explain.

The measure of the sides and angles of would stay the same. The definition of a rigid transformation is a geometric transformation that preserves the distance between every pair of points. Each of those transformations either move the triangle, rotate it, or reflect it, meaning that the measures of the sides and angles on the translated triangle will stay congruent to the original.

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