Translations and Reflections Assignment
- Author:
- pamknapp, Mike Bosma
- Topic:
- Geometry, Reflection, Translation
TRANSLATIONS AND REFLECTIONS
| A rigid transformation (also called an isometry) is a transformation of the plane that preserves length. Reflections, translations, rotations, and combinations of these three transformations are "rigid transformations". |
1. Name the rigid motion that is represented below.
2. What is the notation that represents the rigid motion above?
What is the isometric transformation above called?
What is the notation to describe that isometric transformation.
T<-2,>T<6,2> are the two translations shown below.
Identify a single transformation that will map Triangle ABC to Triangle A''B''C''.
What is the isometric transformation above called?
What is the notation to describe that isometric transformation.
What is the isometric transformation above called?
What is the notation to describe that isometric transformation.
rx=-2 rx=1 are the sequence of reflections performed below.
Identify a single transformation that will map Triangle ABC onto Triangle A''B''C''? include notation.