PO: Which transformations are rigid transformations because they do not change a figure's shape and size? (Select all that apply) Translation Reflection Rotation Dilation
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- Trying to go ABC is reflected across the X axis and then across the Y access which rotation is equivalent to this composition transformations transformationsFind 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 rotationWhat transformation takes the pre image onto the image ? Reflection Rotation Translation
- Select all of the transformations that preserve distance and angle measure Dilation with center at the orign and scale factor 0.5 reflection across the line y=-x+2 translation 2 units up and 3 units to the left rotation 30 counterclockwise 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)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.) Translation
- Laplace Transformation,thanks for the helpDon't use chat other. Please explain Tukey’s ladder of transforms and it’s relationship to/with the Rule of the Bulge.A square is plotted on a coordinate plane. Henry claims that any transformation on the square will preserve the length of its sides.Which of the following transformations could be used to show that Henry's claim is incorrect? Select all that apply.
- Using a series of transformations, prove that W and W' are similar figures. Be specific when listing your transformations.A similarity transformation is a geometric transformation that uniformly multiplies distances, in the following sense: For some positive number m, and any two points A and B and their respective images A’ and B’, the distance from A’ to B’ is m times the distance from A to B. You have recently shown that any dilation T (x, y) = (mx, my) is a similarity transformation. Is it true that the transformation T (x, y) = (3x, 2y) is a similarity transformation? Explain.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.