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GSE Geometry Unit 6 Modeling and the Coordinate Plane Notes Name ___ Date ___ Day 2 Dilations and Combinations Dilations are a resizing of the image. They change the lengths of the segments but NOT
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How to fill out dilation in math- meaning

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How to fill out dilation in math- meaning

01
Identify the center of dilation, this is the fixed point around which the figure will be enlarged or reduced.
02
Determine the scale factor, which is the ratio between the corresponding lengths of the original figure and the dilated figure.
03
Select a point on the original figure and measure the distance from that point to the center of dilation.
04
Multiply the distance by the scale factor to find the new distance on the dilated figure.
05
Repeat this process for all points on the original figure to obtain the dilated figure.

Who needs dilation in math- meaning?

01
Math students studying geometry and transformations such as enlargements and reductions.
02
Architects and engineers who need to scale drawings and models.
03
Artists and designers who use proportional changes in their work.
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Dilation in mathematics refers to a transformation that alters the size of a figure without changing its shape. It is characterized by a scale factor that determines whether the figure is enlarged or reduced.
In the context of mathematics, there is no requirement to file dilation as it pertains to geometric transformations. It is a concept used in geometric studies, not a formal filing process.
In math, filling out dilation typically involves defining the center of dilation and the scale factor, then applying these to the coordinates of the original figure to obtain the new coordinates after dilation.
The purpose of dilation in math is to change the size of geometric figures while preserving their shape and proportions, which is useful in various applications such as imaging, modeling, and design.
There is no specific information to report on dilation in a formal sense; however, when discussing it, one should typically provide the center of dilation, the scale factor, and the coordinates of the original and dilated figures.
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