Which Transformations Could Have Occurred To Map Abc To Abc
A 180 rotation about the origin then a dilation by a scale factor of 13 xyz was reflected over a vertical line then dilated by a scale factor of 12 resulting in xyz. Reflect abc across the x axis and call this new triangle abc.
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Which transformations could have occurred to map abc to abc. So neither preserved neither preserved. Find an answer to your question which transformations could have occurred to map abc to abc. Note that both triangles are congruent so no dilationscontractions occured.
Thus one sequence of transformations is. Step 2 translate abc 5 units right and 1 unit up. Going clockwise we have abc but acb so a reflection occurred not a rotation.
A 180 rotation about the origin then a dilation by a scale factor of 13. Sean plots the locations of 4 places on a coordinate grid as given below it is recommended that you work this out on graph paper to help answer the questions. Which transformations could have occurred to map abc to abc.
Which transformations could be performed to show that abc is similar to abc. A reflection and a dilation. Lets say you did another transformation then that will become triangle a double prime b double prime c double prime so every time you go through a transformation youre going to have one more prime on each of your vertices so keeping this in mind you can perform any type of transformation.
Translate abc 2. It is recommended that you work this out on graph paper to help answer the questions. Added 2019 01 08 052524 subject mathematics by deleted.
Which transformations could have occurred to map abc to abc. When the scale factor of the dilations is not equal to 1 or 1 similarity transformations preserve angle measure only. Graph abc with vertices a4 1 b2 2 and c2 1 and its image after the similarity transformation.
So a vertical stretch if were talking about a stretch in general this is going to preserve neither. Step 1 graph abc. A prime c prime is going to be different than ac in terms of segment length.
Which transformations could be performed to show that abc is similar to abc. A rotation and a reflection a translation and a dilation a reflection and a dilation a dilation and a rotation ask for details.
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