Question

these shapes are reflections of each other in the mirror line marked m. true false

Explanation:

Step1: Recall reflection definition

A reflection over a line \( m \) means that for every point on one shape, there is a corresponding point on the other shape such that \( m \) is the perpendicular bisector of the segment joining the two points.

Step2: Analyze the shapes

Looking at the two rectangles and the mirror line \( m \), we check the distance of corresponding vertices from \( m \) and the perpendicularity. The left rectangle and right rectangle do not have corresponding points symmetric with respect to \( m \) (e.g., the orientation and position relative to \( m \) do not satisfy reflection properties).

Answer:

False