Question

what type of transformation can map △abc to △abc? (1 point) a translation a reflection no rigid transformation can make the transformation a rotation

Explanation:

A translation moves a figure without rotating or reflecting it. A reflection flips a figure over a line. Rigid transformations include translations, reflections, and rotations and preserve shape and size. A dilation changes the size of a figure. By observing the orientation and position of $\triangle ABC$ and $\triangle A'B'C'$, we can see that they have different orientations. A translation would not change the orientation. The figures do not seem to be related by a simple reflection across an obvious line. Since the orientation is changed and it's not a translation or reflection, a rotation is the most likely transformation.

Answer:

a rotation