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Suppose we apply a dilation by a factor of 3, centered at the point P to the figure below.

Tessa says the relationship between segment AC and segment A’C’ is that they are parallel.
 
DJ says the line segments fall on the same line.
 
Who is correct and why?

A. DJ because the line segment does pass through the center of dilation and therefore its image falls on the same line as the pre-image.

B.Tessa because the line segment does not pass through the center of dilation and therefore its image is parallel to the pre-image.

C. DJ because the line segment does not pass through the center of dilation and therefore its image falls on the same line as the pre-image.

D. Tessa because the line segment does pass through the center of dilation and therefore its image is parallel to the pre-image.

Suppose we apply a dilation by a factor of 3 centered at the point P to the figure below Tessa says the relationship between segment AC and segment AC is that t class=
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Answer:

b. Tessa because the line segment does not pass through the center of dilation and therefore its image is parallel to the pre-image.

Step-by-step explanation:

srastiuts023

B.Tessa because the line segment does not pass through the center of dilation and therefore its image is parallel to the pre-image.

What are line segments?

A line segment is part of a line that has two endpoints and is finite in the period. A ray is a line segment that extends indefinitely in a single course.

What is an instance of a line segment?

A ray is represented through a factor at one give up, that's the starting point, and an arrow at the alternative quit. This arrow represents that the line goes on all the time. instance: a line which you see without initial and endpoints. A ruler, a pencil, and a stick are examples of a line section in real life.

Learn more about Line Segment here https://brainly.com/question/2437195

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