0
What else can I help you with?
A composition of reflections across two intersecting lines is a?
Rotation
A composition of reflections across two parallel lines is a?
translation
What is theorem 5.12?
Theorem 5.12- A rotation is a composition of two reflections, and hence is an invertible isometry.
Which transformations preserves the lengths of the sides of the figure?
rotation, translation, and reflection
This can be a reflection rotation translation or dilation?
Transformation
Is this statement true or falseThe composition of two reflections is a translation, a rotation, or the identity transformation?
true
What is the composition of a translation and a reflection across a line parallel to the direction of translation.?
It is a rotation.
What are the two types of movements?
rotation and translation
Which diagram shows a composition of transformations that is a rotation around point P, followed by a translation by a given vector?
answer
Which diagram shows a composition of transformations that is a translation by a given vector, followed by a rotation around point P?
answer
Can the composite of two reflections be both a rotation and a translation?
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.
Can the composite of two reflections ever be both a rotation and a translation?
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.
What are the two basic types of movement by the TMJ?
rotation and translation
A composition of reflections across two intersecting lines is a?
Rotation
What makes a rotation different from a translation?
a rotation turns a translation moves
A composition of reflections across two parallel lines is a?
translation
Is this statement true or falseThe composition of two translations is another translation?
true
