02.03)Which statement is true about the result of a rigid transformation? The pre-image will be congruent to the image. The image will be larger than the pre-image. The pre-image will be larger than the image. Each one is unique; no general statement can be made about size.
gold medals !!!!!
A rigid transformation preserves distances between points
that's not a awnser choice @UnkleRhaukus
what is the definition of congruence?
Two line segments are congruent if they have the same length. But they need not lie at the same angle or position on the plane@unklerhaukus
right, but a more general definition might be two images are congruent, iff they are the same shape and the same size
If we have an image that has been rigidly transformed, the distances between all points will stay the same, . . .
is it possible that all distances between all pairs of points stay the same, and that the shape or size of the image could possibly be distorted in any way ?
yes @UnkleRhaukus
how?
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