Question

A) How would you describe Avery's dilation process?

A) Avery enlarged the original quadrilateral proportionally to create the smaller one.
B) Avery reduced the size of the original quadrilateral proportionally to create the smaller one.
C) Avery distorted the original quadrilateral to create the smaller one.
D) Avery rotated the original quadrilateral to create the smaller one.

b) Is Avery correct in thinking his new quadrilateral is one-half the original?
A) Yes, because he used a dilation factor of 0.5.
B) No, because the dilation factor determines the size relationship.
C) Yes, because he applied the correct mathematical transformation.
D) No, because the shape might change even if the size is halved.

Answer 1

Avery enlarged the original quadrilateral proportionally to create the smaller one. No, because the shape might change even if the size is halved.

Step-by-step explanation:

Avery's dilation process can be described as Avery enlarged the original quadrilateral proportionally to create the smaller one.

In regards to whether Avery's new quadrilateral is one-half the original, the correct answer is No, because the shape might change even if the size is halved. The dilation factor determines the size relationship but not necessarily the shape.