Question

1. if a line ab is translated in a plane to form ab, what is true? aa = bb aa = bb aa = bb ab = bb

Explanation:

Step1: Recall translation property

In a translation, the distance between a point and its image is the same for all points on the figure. If line segment $\overline{AB}$ is translated to $\overline{A'B'}$, the distance that point $A$ moves (length of $\overline{AA'}$) is equal to the distance that point $B$ moves (length of $\overline{BB'}$). So $AA' = BB'$.

Answer:

AA' = BB'