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Name Date Class 10.1 Properties of Dilations Practice and Problem-Solving: C Identify the scale factor used in each dilation. 1.2. Scale factor: Scale factor: Use a line and corresponding vertices
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01
To fill out 1 property of dilations, follow these steps:
02
Identify the scale factor: The scale factor determines the size of the dilation. It can be greater than 1 for an enlargement or between 0 and 1 for a reduction.
03
Determine the center of dilation: This is the fixed point around which the figure will be dilated. It is important to identify this point correctly.
04
Take each vertex of the original figure and multiply its coordinates by the scale factor. If the scale factor is greater than 1, the coordinates will increase, and if the scale factor is between 0 and 1, the coordinates will decrease.
05
Connect the new vertices to form the dilated figure.
06
Label the dilated figure if necessary.
07
These steps will help you accurately fill out 1 property of dilations.

Who needs 1 properties of dilations?

01
1 property of dilations is needed by individuals working in the field of geometry, particularly in areas such as architecture, engineering, and design.
02
Architects use dilations to scale up or down building plans to different sizes.
03
Engineers use dilations to resize structures and objects for various purposes.
04
Designers use dilations to create scaled models or artwork of different sizes.
05
Students studying geometry or pursuing careers in related fields also benefit from understanding and applying 1 property of dilations.
06
Overall, anyone interested in manipulating the size and proportions of geometric figures can benefit from knowing 1 property of dilations.
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A property of dilations is that they resize figures proportionally, maintaining the shape but not necessarily the size.
Individuals or entities that engage in transformations involving dilations, particularly in geometric contexts, may be required to file for documentation or educational purposes.
To fill out properties of dilations, you specify the center of dilation, the scale factor, and the coordinates of the pre-image and image.
The purpose of properties of dilations is to describe how figures expand or contract in relation to a fixed point while maintaining their shape.
The information that must be reported includes the center of dilation, scale factor, and corresponding coordinates of the original and dilated figures.
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