Answer:
Images are neither similar nor congruent.
Coordinates of (-3,2) when transformed are (-6, 8).
Step-by-step explanation:
In the transformation we are multiplying the coordinates by two different numbers (2 for x, 4 for y ); therefore the transformed figure can neither be similar nor congruent.
This is because a transformation that results in a congruent figure must of of the form [tex](x\pm a, y\pm a)[/tex]—this is just shifting the figure.
The transformation that results in a similar figure must be of the form [tex](ax,ay)[/tex] or [tex]a(x,y)[/tex]—this is just scaling the figure.
Since the transformation [tex](2x,4y)[/tex] is neither a congruent transformation nor a similar transformation ,the resulting figure in neither similar nor congruent.
The point (-3, 2) transforms to
[tex](-3,2)\rightarrow (2(-3), 4(2))=\boxed{(-6,8)}[/tex]
