Does the transformation below appear to be an isometry? Explain.
No, this transformation involves a change in size. The sides of the preimage square and the sides of its image are not congruent.
What must be true about an isometry?
In an isometry, the image and the preimage must be congruent.
A transformation maps a figure onto its image and may be described with arrow notation
Notice that you list corresponding points of the preimage and image in the same order, as you do for corresponding points of congruent or similar figures.
In the diagram,
How do you identify corresponding points?
You can use the statement