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Name: Date: Period: Dilations of Shapes Find the coordinates of the vertices of each figure after the given transformation. 1) dilation of 42) dilation of 1/2I(1, 0), M(1, 1), B(1, 0)X(2, 4), G(4,
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How to fill out dilations of shapes template

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How to fill out dilations of shapes

01
Determine the scale factor: The scale factor represents how much the shape will be stretched or shrunk. It is usually given in the form of a ratio.
02
Identify the center of dilation: The center of dilation is the point from which the shape will be transformed. It can be any point in the plane.
03
Multiply the coordinates: Multiply the x-coordinate and y-coordinate of each vertex of the original shape by the scale factor. This will give you the coordinates of the corresponding vertex of the dilated shape.
04
Connect the vertices: Connect the vertices of the dilated shape to form the new shape.
05
Label the new shape: Finally, label the new shape to distinguish it from the original shape.

Who needs dilations of shapes?

01
Dilations of shapes are used in various fields such as mathematics, geometry, computer graphics, and architectural design.
02
Mathematics: Dilations are a fundamental concept in geometry and are often included in educational curricula to teach students about transformations and scaling.
03
Geometry: Dilations help in analyzing and comparing the properties of shapes, such as the relationship between corresponding angles and side lengths.
04
Computer Graphics: Dilations are used in computer graphics to scale 2D or 3D objects, creating realistic visual effects and animations.
05
Architectural Design: Architects use dilations to scale down or enlarge blueprints and models of buildings, allowing for accurate representation and planning.

What is Dilations of Shapes Form?

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Dilations of shapes is the transformation that changes the size of a shape but not the shape itself.
Anyone working with geometrical shapes and sizes needs to file dilations of shapes.
Dilations of shapes can be filled out by using a scale factor to increase or decrease the size of the shape.
The purpose of dilations of shapes is to understand how size changes affect the shape of an object.
The information reported should include the original shape, the scale factor used, and the dilated shape.
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