The first transformation ftor this con A composition of transformations maps pre-image EFGH to final image E"F"G"H". ], and the second transformation is a reflection across line c. EF O a 180° rotation about point G a 180° rotation about point H O a translation down and to the left O a translation up and to the right Mark this and return Save and Exit Next Submit
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- Which sequences of transformations map rectangle A to rectangle B? choose all that aplly A- A rotation 90°\degree° about the origin followed by a translation. B- A dilation centered at the origin followed by a translation. C- A reflection in the x-axis followed by a dilation and a translation. D- A reflection in the y-axis followed by a translation and a rotation. E-A rotation 180°\degree° about the origin followed by a dilation and translation.Find a sequence of similarity transformations that map one figure to the other. a) A translation followed by dilation b) A rotation followed by dilation c) A reflection followed by dilation d) A reflection followed by rotationSelect all of the transformations that will map a regular pentagon onto itself. Select all of the transformations that will map a regular pentagon onto itself. A reflection along the y-axis A reflection along the x-axis A 180° rotation about the center of the pentagon A 144° rotation about the center of the pentagon A 72° rotation about the center of the pentagon
- Rectangle P and Q are shown belowWhich transformation or sequence of transformation could not be used to transform rectangle P onto rectangle QA.a 180 clockwise rotation about the originB.a translation of 7 units to right and 7 units downC.a reflection across the x-axis followed by a reflection across the y-axisD.a reflection across the x-axis followed by a 90 clockwise rotation about the originWhat is the sequence of similarity transformations that maps △WXY to △BCD? First transformation: [Select] (a. Reflection over the x-axis) (b. Rotation about the origin 90°) (c. Reflection over the y-axis) Second transformation: [Select] (a. Translation right 4 units) (b. Dilation factor 4) (c. Dilation factor 2)The given image depicts a transformation performed on △CDE to get its image. Which of the following transformations were performed on △CDE? rotation about the origin followed by a reflection across AB←→ a reflection across AB←→ followed by a translation a reflection across AB←→ followed by a rotation about the origin a translation followed by a reflection across AB←→
- a. Transform figure F using the rule (x,y) —> (-x, y-8). b. Describe the transformation precisely. c. Does the transformation result in a figure that is congruent to the original, similar to the original, both, or neither?A transformation has the following property. There is no point P that maps to itself. What type of transformation has this property? A.) Dilation B.) Reflection C.) Rotation D.) TranslationWhich transformation will NOT carry the rectangle onto itself a) Rotation 180 degrees about the origin b) Rotation 180 degrees about (-1, 0) c ) Reflection over the x-axis d) Reflection over x = 1
- Determine a series of transformations that would map Figure L onto Figure M. There are two transformations The first transformation can be reflection, rotation, translation. The second transformation can be reflection, rotation, translation. If it is a reflection then it will ask over what axis. If it is a rotation then it can be 90 degrees clockwise, 90 counterclockwise, 180 degrees clockwise, 180 degrees counter-clockwise. If it is a translation it will ask how many units up, down, right, or left. And how many units. I don't need a explanation coordinate wise just the transformation.1. How can you tell whether two figures are congruent, similar, or neither? 2. How is AA Similarity useful in terms of similar figures? 3. Which transformation(s) show that the red figure is similar to the blue figure? 4. Explain the process you used to find your answer to question 3. Use complete sentences.The following are each a result of a single transformation. What type of transformation occurred for image E'.