Jada's claim as a conjecture would be:
"All the segments in Δ ABC are parallel to the corresponding segments in Δ A'B'C' because both triangles are dilated from center P".
What is the implication of a dilation?
Whenever a shape is a dilation of another, we agree that the current shape and the dilated image's corresponding side lengths are in the same proportion and are all associated by the same scale factor, k.
What is the proof?
Attached are the images showing the parallelity of the segments and their corresponding lines.
- Image 1 shows that Δ ABC and Δ A'B'C' are dilated from center p.
- Image 2 shows that Lines AB and A'B' run parallel to one another.
- Image 3 shows that lines CB and C'B' run parallel to one another.
- Image 4 shows that lines AC and A'C' run parallel to one another.
Hence, from the above, we can confirm that the above conjecture is true.
Learn more about conjectures at:
https://brainly.com/question/24813201
