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Unit 2 (to know that isometries preserve distance and angle measure and be…
Unit 2 (to know that isometries preserve distance and angle measure and be able to create the image given a transformation, to describe transformations as functions that take the original points (called the pre-image or input) and give other points (called the image or output), to identify whether a figure has line symmetry or rotational symmetry, to know the different types of transformations, e.g., reflections, rotations, translations, dilations, etc., to know the difference between transformations that are isometries and those that are not isometries, to perform composite transformations on a given figure, to prove figures are congruent using rigid motion(s))