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Lesson 8NYS COMMON CORE MATHEMATICS CURRICULUMM2GEOMETRYLesson 8: How Do Dilations Map Lines, Rays, and Circles? Student Outcomes Students prove that a dilation maps a ray to a ray, a line to a line,
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To fill out a do dilations map, follow these steps:
02
Start with a given figure or shape that needs to be dilated.
03
Determine the scale factor, which represents how much you want to enlarge or reduce the figure.
04
Place the original figure on a coordinate grid and label its vertices.
05
For each vertex, multiply its coordinates by the scale factor to determine the corresponding new coordinates.
06
Connect the new vertices to create the dilated figure.
07
Label the new figure's vertices to distinguish them from the original ones.
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Optionally, you can calculate the ratios of corresponding side lengths or areas between the original figure and the dilated figure.

Who needs do dilations map lines?

01
Do dilations map lines are needed by students studying geometry or math. They are mainly used for learning and understanding the concept of dilations, which involve scaling a figure proportionally to enlarge or reduce its size.
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Dilations map lines show how points in a plane are transformed by multiplying their distances from a fixed point called the center of dilation by a scale factor.
Anyone working on a geometry project that involves dilations may be required to create and file dilation map lines as part of their project documentation.
To fill out dilation map lines, you need to plot the original points, determine the scale factor, find the center of dilation, and then apply the scale factor to the distances to map the new points.
The purpose of dilation map lines is to visually represent the changes in size and position of points after they are transformed by a dilation.
Dilation map lines should include the original points, the scale factor, the center of dilation, and the transformed points after applying the dilation.
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