Answer:
All regular polygons have rotational symmetry. In fact, an n-sided regular polygon has n-fold symmetry.
For example, a regular pentagon has 5-fold rotational symmetry and can be mapped upon itself through rotation by an angle of 2π/5.
More precisely the term “having fivefold symmetries” means that their symmetry groups contain rotations through angles 2kπ/5 (k = 1, 2, 3 and 4).
All regular polygons have rotational symmetry. In fact, an n-sided regular polygon has n-fold symmetry. For example, a regular pentagon has 5-fold rotational symmetry and can be mapped upon itself through rotation by an angle of 2π/5.
Explanation:
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Answers & Comments
Answer:
All regular polygons have rotational symmetry. In fact, an n-sided regular polygon has n-fold symmetry.
For example, a regular pentagon has 5-fold rotational symmetry and can be mapped upon itself through rotation by an angle of 2π/5.
More precisely the term “having fivefold symmetries” means that their symmetry groups contain rotations through angles 2kπ/5 (k = 1, 2, 3 and 4).
All regular polygons have rotational symmetry. In fact, an n-sided regular polygon has n-fold symmetry. For example, a regular pentagon has 5-fold rotational symmetry and can be mapped upon itself through rotation by an angle of 2π/5.
Explanation:
^_^