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What is the order of symmetry for a star?

The order of symmetry for a star depends on its specific type. For example, a regular five-pointed star has rotational symmetry of order 5, meaning it can be rotated by multiples of 72 degrees and still look the same. Similarly, other star shapes may have different orders of symmetry based on their number of points and overall design. In general, the order of symmetry can be determined by the number of identical sections or angles in the star's structure.


What is the rotational symmetry and order of a star?

Since stars are normally spherical objects, they have rotational symmetry of infinite order.


Why is it 5 fold symmetry not possible?

A regular pentagon or a 5-pointed star have rotational symmetry of order 5.


What are rotational symmetry?

Rotational symmetry is determining whether a shape has symmetry when it is rotated from the center. For example: if you have a star fish, it does have rotational symmetry because you can rotate the star fish 5 times and their still be symmetry. If the object has rotational symmetry, you then can determine the percentage and order of the ratational symmetry. The percentage is how much out of 100% the object is rotated to find symmetry. The order is how many times it is to be rotated before the object has returned to its origiinal position. Take the star fish example. It can be rotated 5 times (each turn having symmatry). The percentage of rotation would be 20%, and the order would be 5.


How many order of rotational symmetry does a star have?

A star typically has rotational symmetry depending on its number of points. For example, a five-pointed star has five orders of rotational symmetry, meaning it looks the same after a rotation of 72 degrees (360 degrees divided by 5). The number of orders of rotational symmetry is equal to the number of points on the star.

Related Questions

What is the order of symmetry for a star?

The order of symmetry for a star depends on its specific type. For example, a regular five-pointed star has rotational symmetry of order 5, meaning it can be rotated by multiples of 72 degrees and still look the same. Similarly, other star shapes may have different orders of symmetry based on their number of points and overall design. In general, the order of symmetry can be determined by the number of identical sections or angles in the star's structure.


What is the rotational symmetry and order of a star?

Since stars are normally spherical objects, they have rotational symmetry of infinite order.


What is the order of rotational symmetry of the star?

6 i think.....


What order of rotational symmetry does the Star of David have?

Six.


Does a 7 point star have rotational symmetry?

It can do - of order 7.


Why is it 5 fold symmetry not possible?

A regular pentagon or a 5-pointed star have rotational symmetry of order 5.


What are rotational symmetry?

Rotational symmetry is determining whether a shape has symmetry when it is rotated from the center. For example: if you have a star fish, it does have rotational symmetry because you can rotate the star fish 5 times and their still be symmetry. If the object has rotational symmetry, you then can determine the percentage and order of the ratational symmetry. The percentage is how much out of 100% the object is rotated to find symmetry. The order is how many times it is to be rotated before the object has returned to its origiinal position. Take the star fish example. It can be rotated 5 times (each turn having symmatry). The percentage of rotation would be 20%, and the order would be 5.


How many order of rotational symmetry does a star have?

A star typically has rotational symmetry depending on its number of points. For example, a five-pointed star has five orders of rotational symmetry, meaning it looks the same after a rotation of 72 degrees (360 degrees divided by 5). The number of orders of rotational symmetry is equal to the number of points on the star.


What is the sapphire's crystal structure?

Corundum crystals belong to the ditrigonal-scalenohedral class of the trigonal symmetry D63d - R 3-C(L33L23PC) with symmetry elements: • Mirror-turn axis of the sixth order (ternary inversion axis) • Three axes of the second order normal to it • Three symmetry planes normal to the axes of the second order and intercrossing along the axis of the highest order • Symmetry center


Order of rotational symmetry in a 6 point star?

It can have 1, 2, 3 or 6.


What order of rotational symmetry does a star have?

It need not have any, but can have as many as the number of points on the start.


What is symmetry in geometry?

the same as normal symmetry