Under a transformation, a preimage and its image are both squares with side length 3. The image, however, is rotated with respec

Question

alukav5142 [94]

2 years ago

6

Under a transformation, a preimage and its image are both squares with side length 3. The image, however, is rotated with respec

t to the preimage. Is the transformation a rigid motion?

Mathematics

1 answer:

Amanda [17] · Answer 1 · 2023-07-22T19:54:00+03:00

A rigid transformation is a rigid motion of a geometric object on a plane

The correct response is; Yes, the transformation is a rigid motion

Reason:

A rigid transformation or rigid motion is a motion in which the distance between pairs of corresponding points on the image and the preimage are equal

Therefore, given that the side lengths of the square, are each of length 3, such that the size of the preimage and the image are equal, and therefore, the distances between corresponding pairs of points on the image and the preimage, are equal, the transformation is a rigid motion

Learn more about rigid motion here:

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