Question

name a segment skew to de.

Explanation:

Step1: Recall the definition of skew lines

Skew lines are non - parallel and non - intersecting lines in 3 - D space.

Step2: Analyze the given prism

In the prism, segment \(DE\) is on the top face. Consider segments that are not in the same plane as \(DE\) and do not intersect it. For example, segment \(AB\) is on the bottom face. \(DE\) and \(AB\) are not parallel (since they are on different non - parallel faces) and do not intersect (as they are on different planes).

Answer:

\(\overline{AB}\) (Other possible answers could be \(\overline{AC}\), \(\overline{BC}\) depending on the 3 - D structure analysis, but \(\overline{AB}\) is a common one)