A glide reflection is commutative. Reversing the direction of the composition will not affect the outcome.
A composite transformation is a glide reflection, right?
- A composite transformation known as a glide reflection consists of a translation and a reflection that run parallel to one another.
- It is not crucial which of the two constituent transforms—reflection and translation—occurs first.
Which of the ensuing characteristics is unaffected by a glide reflection?
- A glide reflection maintains angle measurement. A gliding reflection maintains parallelism. In a glide reflection, perpendicularity is maintained.
- A gliding reflection maintains collinearity (points remain on the same lines).
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