glide reflection
Rotation
translation
Theorem 5.12- A rotation is a composition of two reflections, and hence is an invertible isometry.
rotation, translation, and reflection
Transformation
true
It is a rotation.
rotation and translation
answer
answer
No, the composite of two reflections cannot be both a rotation and a translation. When you perform two reflections across two lines, the result is either a rotation if the lines intersect or a translation if the lines are parallel. Thus, the outcome is distinctly one or the other, but not both simultaneously.
Rotation
No, the composite of two reflections cannot be both a rotation and a translation. When two reflections are performed in a plane, the result is either a rotation (if the lines of reflection intersect) or a translation (if the lines are parallel). Therefore, the outcome will always be one or the other, not both simultaneously.
rotation and translation
a rotation turns a translation moves
translation
true