Question

do you think figure j is a dilation of figure j? yes no

Explanation:

Step1: Recall the properties of dilation

Dilation is a transformation that changes the size of a figure but not its shape. Corresponding sides of the original figure and its dilated image are proportional.

Step2: Analyze the given figures

Looking at figure \(J\) and \(J'\), we can observe that the angles and the overall shape are not maintained in a way that would suggest a consistent scaling (proportional change in side - lengths). For example, if we consider the lengths of the sides of the geometric parts (like the slanted sides and the vertical/horizontal sides), there is no single scale factor that can be applied to all corresponding sides of \(J\) to get \(J'\) while keeping the shape similar.

Answer:

no