Dilation rotation reflection translation pdf
[DOC File]Transformations of the plane
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Rotation:To rotate an object means to turn it around. Every rotation has a center and an angle. Translation:To translate an object means to move it without rotating or reflecting it. Every translation has a direction and a distance. Reflection:To reflect an object means to produce its mirror image. Every reflection has a mirror line.
Transformations Pre-Assessment
A. rotation. C. reflection B. dilation D. translation ____ 10. Using the pre-image below, reflect the figure across the line x = 4 and then the line x = 2. What ONE transformation would have moved this figure to its final location? A. Translation 4 to the right: C. Translation 4 down: B. Translation 4 to the left: D. Translation 4 up: ____ 11.
[DOCX File]G.3d Just In Time Quick Check - Virginia Department of ...
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a dilation from a fixed point on a coordinate grid. ... From left to right top to bottom: A reflection across x equals 2. A rotation clockwise ninety degree. A reflection across y equals x. A translation left 10 and down 3. Possible Transformations: A reflection across x=2.
[DOC File]Quiz on Reflections and Translations
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What scale factor below could best describe this dilation? [A] 1.3 [B] 0.9 [C] 0.4 [D] 2.0. 10. Graph the triangle whose vertices have the coordinates given below. Then draw its dilation using a scale factor of 2 and the origin as the center of dilation.
Capstone Project - Trans Geom
Participants may have difficulty with the specific definitions of reflection, translation, and rotation. In particular, some participants may not attend to the specifics of where the line of reflection is located and rely instead on an imprecise sense of reflection where the reflection occurs across a line going through a vertex of the triangle.
[DOC File]Dilations worksheet
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Dilations worksheet Name _____ Determine if the following scale factor would create an enlargement, reduction, or isometric figure.
[DOC File]Student Notes - Texas A&M University-Corpus Christi
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A rotation turns a figure around a point called the center of rotation. A reflection flips a figure across a line. The resulting images from a translation, rotation, or reflection are congruent. Example 1: Graph the points A (-1, 2), B (4, 7), and C (7, 4) to make triangle ABC. Use the translation (x – 2, y – 2) to make triangle A’B’C’.
[DOC File]Worksheet 6.1 - Ordered Pairs Name
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#1 ∆DOG has vertices D (0, 3), O (3, 0), G (4, 2). Graph ∆DOG and its reflection over the y axis and over the x axis. Then write the new vertices of the two new images. ... Graph ∆ CAT and its rotation 90 ⁰ clockwise. Then write the new vertices for the new image. ... Make a dilation of a scale factor of and list the new vertices.
[DOC File]Math Practice Test 2
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Identifies and differentiates between similar and congruent figures and identifies figures that have been transformed by rotation, reflection, and translation. Practice Questions: 12. Study Figures I and II. Determine which transformation, if any, of Figure I is shown in Figure II? A. dilation. B. reflection. C. translation. D. no ...
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