Question

Tell whether the transformation appears to be an isometry. Explain.
Preimage
Image
Does the transformation appear to be a rigid motion?
O A. No, because the angle measures and / or the distances between the vertices are not the same as the corresponding angle measures and/or distances of
the preimage
OB. Yes, because the angle measures and the distances between the vertices are the same as the corresponding angle measures and distances of the
preimage
OC. Yes, because the angle measures and/or the distances between the vertices are not the same as the corresponding angle measures and/or distances of
the preimage.
OD. No, because the angle measures and the distances between the vertices are the same as the corresponding angle measures and distances of the
preimage

Answer 1

An isometry transformation preserves the size of the shape that is being transformed.

The transformation does not appear to be a rigid motion because (d) the angle measures and the distances between the vertices are the same as the corresponding angle measures and distances of the  preimage

From the figure, we have the following highlights

• The side lengths of the image and the preimage are not congruent.
• The angles of the image and the pre-image may or may not be congruent.

Because of the first highlight, we can conclude that: the transformation is not a rigid transformation.

Hence, the true statement is (d)

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