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Name Exercise Period Score #10 c Honors Math and triangle, dilate Dilations With Center Not At The Origin HW Given center 8 Coordinate Rules of the triangle from center with a scale factor 3. Exercise
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How to fill out coordinate rules of dilations

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How to fill out coordinate rules of dilations:

01
Determine the center of dilation: The center of dilation is the point from which the dilation will occur. It can be any point on the coordinate plane.
02
Write the scale factor: The scale factor determines the amount of enlargement or reduction in the dilation. It is usually represented by the letter "k" and can be a positive or negative number.
03
Identify the coordinates of the pre-image: The pre-image is the original shape or object before the dilation. Take note of the x-coordinate and y-coordinate of each point.
04
Apply the dilation formula: To find the coordinates of the image after dilation, use the formula (x, y) -> (kx, ky). Multiply each x-coordinate and y-coordinate of the pre-image by the scale factor.
05
Write down the coordinates of the image: After applying the dilation formula, you will have the new coordinates of the image. Write down the new x-coordinate and y-coordinate for each point.

Who needs coordinate rules of dilations:

01
Students learning geometry: Coordinate rules of dilations are an essential concept in geometry. Students studying basic geometric transformations, such as enlargements and reductions, need to understand and apply coordinate rules of dilations.
02
Architects and engineers: Coordinate rules of dilations are helpful in architectural and engineering design. They allow professionals to accurately scale and resize objects while preserving their shape and proportions.
03
Artists and designers: Coordinate rules of dilations can be used by artists and designers to create interesting and visually appealing compositions. By understanding how dilations work, artists and designers can manipulate shapes and patterns to achieve desired effects.
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Coordinate rules of dilations describe how the coordinates of a figure change when the figure is dilated.
Anyone working with dilations in geometry may need to use coordinate rules.
To fill out coordinate rules of dilations, you need to understand the scale factor and the center of dilation.
The purpose of coordinate rules of dilations is to help understand how the coordinates change when a figure is dilated.
On coordinate rules of dilations, you must report the coordinates of the original figure, the scale factor, and the new coordinates after dilation.
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