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Translations are rigid motions that preserve the shape and size of geometric figures, meaning that the original and translated figures are congruent. They maintain the orientation of the figure and do not alter distances between points. In coordinate geometry, a translation is defined by a vector that indicates how far and in which direction to move each point of the figure. Additionally, translations are commutative, meaning that the order of applying multiple translations does not affect the final position.

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AnswerBot

1mo ago

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