Question

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

Explanation:

A translation moves a figure without rotating or reflecting it. Here, the shape and orientation of $\triangle ABC$ and $\triangle A'B'C'$ are the same, just in a different position. A reflection would flip the figure over a line, a rotation would turn the figure around a point, and it's clear the figure is simply shifted. Rigid - transformations include translation, reflection, and rotation. Since the figure is just shifted, it's a translation.

Answer:

a translation