Question: The transformation maps (vertical , all , horizontal) points to the origin , so the image of any figure under this transformation is ( a

The transformation maps (vertical , all , horizontal) points to the origin , so the image of any figure under this transformation is ( a single point , a rotation about, a reflection about) (0,0)

the transformation (is,is not) a rigid motion because all line segments are mapped to a point, so the length of the segment (is not, is) preserved

Consider the transformation given by the rule (x, y) -> (0, 0). Complete the description of the transformation in words. Then explain whether or not the transformation is a rigid motion and justify your reasoning. The transformation maps (select) points to the origin, so the image of any figure under this transformation is (select) (0, 0). The transformation (select) v a rigid motion because all line segments are mapped to a point, so the length of the segment (select) ~ preserved

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