[tex]r_{y = 2} r_{y - axis}[/tex] is a glide reflection or composition of transformations that can be used to transform ΔABC to ΔDEF.
A glide translation is what?
- A glide reflection is made up of a translation and a reflection in which the translation and the reflection are parallel to each other or the direction of the translation.
- A gliding reflection has opposite isometry and is -commutative.
When a figure is subjected to one transformation before another is applied?
- A(n) example of this is when a transformation is applied to a figure, and then a different transformation is applied to its image (composition of transformations, order of symmetries).
- SOLUTION: Composition of transformations; the number of times a figure maps to itself when rotated is determined by the order of symmetries. 2.
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