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Collection of dilations in the coordinate plane worksheet (34)
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This worksheet helps students practice graphing dilations with different scale factors on the coordinate plane.
Geometry worksheet focusing on enlargements on axes, featuring dilation exercises and scale factor calculations.
Figure 2: Answer key showing the dilated images of a square, trapezoid, rectangle, and parallelogram on the coordinate plane.
This dilation worksheet provides practice with both enlargements and reductions, helping students understand how scale factors affect geometric figures on the coordinate plane.
Students can practice finding the scale factor by comparing the dimensions of the original figure to its dilated image on the grid.
This preview shows a geometry worksheet where students must determine the dilation rule for various shapes on a grid.
This worksheet helps students practice calculating and graphing dilated coordinates using different scale factors on a coordinate plane.
Printable geometry worksheet designed to help students practice dilations by applying scale factors of 2, 1/2, and 1/4 to graph triangles.
Students practice scaling geometric shapes like parallelograms and triangles on a coordinate grid using specific scale factors.
This worksheet presents four coordinate grid problems where students must draw the dilated image of triangles and quadrilaterals using specific scale factors.
This worksheet helps students practice identifying dilations, determining if they are enlargements or reductions, and checking scale factors.
This worksheet provides practice problems for dilating geometric shapes on a coordinate plane using the origin as the center of dilation.
This worksheet helps students practice identifying whether a dilation is an enlargement or a reduction based on scale factors and visual graphs.
This worksheet helps students practice dilations by graphing triangles and calculating scale factors on a coordinate plane.
Printable worksheet featuring four dilation problems where students graph pre-images and compute new coordinates using specific scale factors.
This chart illustrates how rectangles change size during dilation based on the scale factor and the center of dilation.
Comprehensive guide to dilations showing the coordinate rule $(x, y) \rightarrow (kx, ky)$ and examples of enlarging a triangle and reducing a rectangle.
Students practice finding dilated coordinates by matching vertices of a pentagon on a graph to their new positions after a scale factor of 3.
Two-page geometry worksheet focused on performing dilations on the coordinate plane, including calculating new points and graphing the results.
This worksheet from Mrs. Casias Math covers essential concepts for dilations on the coordinate plane, including finding scale factors and writing transformation rules.
Visual examples showing how to dilate a single point and a triangle using grid counting and coordinate arithmetic.
Students use this worksheet to practice writing descriptions for geometric rotations shown on coordinate grids.
These geometry notes cover dilations, explaining how scale factors determine enlargement or reduction, with worked examples on the coordinate plane.
This example demonstrates a geometric reduction where a triangle is dilated by a scale factor of 1/2, shrinking the pre-image vertices to create the image.
This handwritten math problem demonstrates a dilation transformation where triangle ABC is shrunk by a scale factor of 1/2 to create triangle A'B'C'.
This diagram illustrates a geometric dilation where parallelogram ABCD is reduced by a scale factor of 0.5 centered at the origin to form A'B'C'D'.
This worksheet page features exercises on transformations and similarity, including finding coordinates after translations and dilations.
This diagram illustrates a geometric dilation where triangle OMG is enlarged by a scale factor of 2 to create triangle O'M'G'.
This graph demonstrates a dilation transformation where triangle ABC is enlarged by a scale factor of 3 from the origin to form triangle A'B'C'.
Figure B illustrates a dilation transformation on a coordinate plane, listing the coordinates for the original triangle and the dilated image to find the scale factor.