jamol6733
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Question 5 (1 point)
Which of the following statements about rigid transformations is FALSE?
The shape and size are not preserved.
2:
In a reflection, the points on the pre-image and image are the same distance
from the line of reflection.
3:
Either the shape or the size is not preserved.
In a rotation, the points of the pre-image are always the same distance away
from the center of rotation as the corresponding points of the image.
4:

Respuesta :

Answer:

The false statements are;

The shape and size are not preserved

3: Either the shape or the size is not preserved

Step-by-step explanation:

A rigid transformation, in mathematics, is a planar transformation, preserving, the length or linear dimensions of the original figure or pre-image. Examples of rigid translation includes, rotation, reflection, translation, and their combinations of these transformations.

Rigid transformation is one where a geometric shape in an Euclidean space is transformed such that the spatial distances between any two points is maintained

Therefore, both the shape of the figure or pre-image and its size are preserved.