Question

false m\\(\overline{qq}\\)\\(\
eq\\)m\\(\overline{tr}\\)
false m\\(\overline{pp}\\)\\(\
eq\\)m\\(\overline{tr}\\)
true \\(\overleftrightarrow{tr}\\) || \\(\overleftrightarrow{qq}\\)
complete the statement about the example. line segment pq was translated in the direction \\(\overrightarrow{tr}\\) a distance of
the diagram below shows the function \\(t_{gk}(s\\) line segment sv. use the diagram to answer the

Explanation:

Step1: Recall translation property

In a translation, a line - segment is moved along a vector. The distance of translation is equal to the length of the translation vector.

Step2: Identify translation vector

The line - segment $PQ$ is translated in the direction of $\overrightarrow{TR}$. The distance of translation is equal to the length of the vector $\overrightarrow{TR}$, denoted as $m\overrightarrow{TR}$.

Answer:

$m\overrightarrow{TR}$