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macraf
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The pairs are symmetric to each other.

That's the type of rotational symmetry, so you might describe them as "rotationally symmetric".

The pairs are symmetric to each other.

That's the type of rotational symmetry, so you might describe them as "rotationally symmetric".

The pairs are symmetric to each other.

That's the type of rotational symmetry.

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macraf
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TheyThe pairs are symmetrically opposite or just symmetric to each other.

That's the type of rotational symmetry, so you might describe them as "rotationally symmetric".

They are symmetrically opposite or just symmetric to each other.

That's the type of rotational symmetry.

The pairs are symmetric to each other.

That's the type of rotational symmetry, so you might describe them as "rotationally symmetric".

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macraf
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They are symmetrically opposite or just symmetric to each other.

That's the type of rotational symmetry.

They are symmetrically opposite.

They are symmetrically opposite or just symmetric to each other.

That's the type of rotational symmetry.

Source Link
macraf
  • 2.7k
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  • 36
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