explain what is meant by a transformation that is an isometry
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Isometry is invariant with respect to distance. That is, in an isometry, the distance between any two points in the original figure is the same as the distance between their corresponding images in the transformed figure (image).
Reflections, rotations, translations are isometries.
Dilation is not an isometry.
YOUR ANSWER IS
Isometry is invariant with respect to distance. That is, in an isometry, the distance between any two points in the original figure is the same as the distance between their corresponding images in the transformed figure (image).
Reflections, rotations, translations are isometries.
Dilation is not an isometry.
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