Question

symmetry where one side is a mirror image of the other is called symmetry.
symmetry occurs when a shape can be rotated around its center and still look the same.
the type of symmetry that involves moving a shape along a line so that it appears unchanged is symmetry.
a line that divides a shape into two parts that are mirror images is known as the line of
the type of symmetry used in creating designs that repeat in a pattern is symmetry.
a shape that looks the same after some amount of rotation demonstrates symmetry.
the shape that can be repeatedly moved or slid in a particular direction without changing appearance has symmetry.
shapes that can be divided into identical halves through one or more lines possess multiple
is critical for understanding spatial relationships and solving complex

Explanation:

Recall definitions of different symmetries. Mirror - image symmetry is reflection, rotation - invariant is rotational, moving along a line is translational. Line dividing into mirror - images is line of symmetry. Pattern - repeating can be translational. Rotation - invariant shape has rotational symmetry. Repeated sliding is translational. Shapes divisible into identical halves have multiple lines of symmetry.

Answer:

1. Reflection
2. Rotational
3. Translational
4. Symmetry
5. Translational
6. Rotational
7. Translational
8. Lines of symmetry