Question

the image of trapezoid pqrs after a reflection across
wy is trapezoid pqrs.
what is the relationship between rr and ss?
rr = 2ss
rr = 4ss
rr || ss
rr ⊥ ss

Explanation:

When a figure is reflected across a line, the segments connecting a point and its image (such as \(RR'\) and \(SS'\)) are perpendicular to the line of reflection and have the same direction. In a reflection, the lines \(RR'\) and \(SS'\) are parallel to each other. There is no information to suggest a length - multiple relationship (\(RR' = 2SS'\) or \(RR'=4SS'\)) and they are not perpendicular.

Answer:

\(\overline{RR'}\parallel\overline{SS'}\)