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to show how aas follows from the definition of congruence, answer the following question. what rigid transformation maps △abc → △def? (1 point) reflection dilation rotation translation
Rigid transformations include reflections, rotations, and translations. A dilation is not a rigid - transformation as it changes the size of a figure. To map one triangle onto another in congruence, we consider these rigid - motion options. By observing the orientation and position of the triangles, we can determine the appropriate transformation. In this case, rotation can change the orientation of $\triangle A''B''C''$ to match $\triangle DEF$.
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C. rotation