What is true about the dilation? A large parallelogram is the pre-image and a smaller parallelogram is the image. It has a scale factor between zero and one and is a reduction. It has a scale factor greater than one and is a reduction. It has a scale factor between zero and one and is an enlargement. It has a scale factor greater than one and is an enlargement.

The image in a dilation is the result of a scale factor being used. The Pre-image is the original parallelogram. With this in mind multiplying the dimensions of the pre-image parallelogram by a number less than one causes those dimensions of the pre-image to decrease. Making the image have smaller dimensions or other wise known as a reduction! I hope this helped!

MrRoyal MrRoyal · Answer 2 · 2022-07-25T13:27:31+02:00

The true statement is (a) It has a scale factor between zero and one and is a reduction

How to determine the true statement?

The statement about the dilation is given as:

A large parallelogram is the pre-image and a smaller parallelogram is the image

The above means that a large parallelogram is dilated to a smaller parallelogram.

This type of dilation is reduction, because the size of the parallelogram reduces.

And the scale factor of a reduction dilation is between 0 and 1

Hence, the true statement is (a) It has a scale factor between zero and one and is a reduction