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A figure has rotational symmetry of order 1 only if it has to be rotated through 360 degrees before its image is congruent. In common usage, it has NO rotational symmetry.

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What is the order of rotational symmetry in all alphabets?

The order of rotational symmetry in alphabets varies depending on the specific letter and the alphabet in question. For instance, in the English alphabet, letters like O and X have infinite rotational symmetry, while others like A and B have lower orders (1 or 2) depending on how they can be rotated and still appear unchanged. Generally, most letters in the Latin alphabet have a rotational symmetry order of 1 or 0, as they do not appear identical after a 180-degree rotation. Other alphabets, such as Greek or Cyrillic, exhibit similar variations in rotational symmetry among their letters.


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Can a qadrilateal have only 1 rotational symmetry?

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