Symmetry Answers

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Which statement is true about the regular octagon?

A
A is the point of symmetry.
B
The regular octagon does not have point symmetry.
C
The regular octagon will map point A onto point E when rotated about point P 180°.
D
The regular octagon will map point C onto point E when rotated about point P 180°.
2
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Do all regular polygons have point symmetry? Explain.

A
Yes, because all regular polygons have symmetry of order 2.
B
Yes, because all regular polygons have a center of rotation.
C
No, because all regular polygons do not have a line of reflection.
D
No, because all regular polygons do not have rotational symmetry of 180°.
4

Which statement supports the claim that Rachel’s figure has point symmetry?

A
The figure has rotational symmetry of order 1.
B
The figure does not have any lines of reflection.
C
If the figure is rotated 180° about point P, it will map back onto itself.
D
The vertices of the 6-sided star are all points of symmetry that can be used to map the figure onto itself.
5

Which statements are true? Check all that apply.If a figure has point symmetry, it also must have rotational symmetry.If a figure has rotational symmetry, it also must have point symmetry.If a figure has point symmetry, it also must have 4-fold reflectional symmetry.All parallelograms have point symmetry.A triangle never has point symmetry.

A
If a figure has point symmetry, it also must have rotational symmetry.
B
If a figure has rotational symmetry, it also must have point symmetry.
C
If a figure has point symmetry, it also must have 4-fold reflectional symmetry.
D
All parallelograms have point symmetry.
E
A triangle never has point symmetry.

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Symmetry Answers — CA-Common Core Geometry DVHS…