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Name: Date: Period: 1. Geometry 87 DilationsWrite the coordinates of the vertices of rectangle after a7. The graph show that rectangle PRS is a dilation of rectangle PRS. What is the scale factor?
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To fill out name geometry 8-7 dilations, follow these steps:
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Start by identifying the center of dilation and the scale factor.
03
Take each point of the original figure and multiply its coordinates by the scale factor to find the corresponding point in the dilated figure.
04
Repeat this process for every point in the original figure.
05
Connect the dilated points to form the new figure.
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Make sure to label the dilated figure with a new name to indicate that it is a dilation of the original figure.

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Name geometry 8-7 dilations is a mathematical concept that involves enlarging or reducing a figure proportionally using a scale factor.
Students studying geometry or mathematics may be required to learn about and apply 8-7 dilations in their coursework.
To fill out name geometry 8-7 dilations, you need to understand the scale factor by which the figure is being dilated or reduced, and then apply it to each coordinate point of the figure.
The purpose of name geometry 8-7 dilations is to understand how figures can be transformed by scaling them up or down while maintaining their shape.
On name geometry 8-7 dilations, you must report the original figure, the scale factor, and the dilated or reduced figure.
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