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360 Divided By How Many Sides The Shape Turned.

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Q: How do you find the degrees of rotational symmetry?
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Related questions

A line has how many rotational symmetry?

A line has 180 degrees rotational symmetry.

Do a square have a rotational symmetry?

Yes, a square has rotational symmetry. It has rotational symmetry of order 4, which means it can be rotated by 90 degrees, 180 degrees, and 270 degrees to coincide with its original position.

Does a pentagon have 180 degrees rotational symmetry?

No - a pentagon has 120 degree rotational symmetry.

Does kite have rotational symmetry?

Answer No. If the shape has rotational symmetry, then it should be able to match itself when rotated a certain number of degrees that IS NOT 360 degrees. Why? Well, if we stop and think about it, all shapes can match themselves when being rotated 360 degrees (a full circle.) If 360 degrees was valid and qualified for rotational symmetry, then any shape would have rotational symmetry. Then this classification of rotational symmetry would have no real conclusion. The only way a kite can match itself when rotating is if you rotate it 360 degrees. Therefore, it does not have rotational symmetry.

Does c have 180 degrees rotational symmetry?

No, it does not.

How many degrees is the rotational symmetry for a pentagon?

A pentagon has roatotional symmetry only if it is a regulat pentagaon. In that case, it has a rotational symmetry of 360/5 degrees and its multiples. That is, 72, 144, 216, and 288 degrees.

Is there rotational symmetry in a parallrelogram?

Yes; 180 degrees.

Does a diamond have a rotational symmetry of 180 degrees?


What are the degrees of a Symmetry?

A two-fold symmetry has a 360 degrees rotation. A three-fold rotational symmetry, on the other hand, has 120 degrees, and on a horizontal axis, a symmetry has 180 degrees.

What is the degree of rotational symmetry of a square?

The Answer: A square's rotational degree is 90 degrees

How may degrees of rotational symmetry does a hexagon have?


Does a rectangle have 180 degrees rotational symmetry?