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Is a decagon rotation symmetry

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NataliaKembaren

Lvl 1
15y ago
Updated: 8/18/2019

A decagon can have rotational symmetries of order 1, 2, 5 or 10.

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9y ago

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Related Questions

How many angles of rotation symmetry does a decagon have?

ice cream and panckakes * * * * * A decagon need not have any but the default number (1) of rotational symmetry. It can have rotational symmetry of order 2, 5 or 10.


How many lines of symmetry does a decagon?

A decagon need not have any lines of symmetry. It can also have 1 or 10 lines of symmetry.


How man lines of symmetry and orders of rotational of symmetry does a decagon and a do decagon have?

7


How many lines of symmetry does a decagon have?

A decagon need not have any lines of symmetry. It can have 10.


What are the line of symmetry on a decagon?

10 axes of symmetry


How many lines of symmetry on a decagon?

10 lines of symmetry


Does a decagon have rotational symmetry?

heck yeah it does * * * * * It can do, but it need not have any non-trivial rotational symmetry. A regular decagon will have rotational symmetry of order 10.


How many lines of symmetry. does a irregular decagon have?

An irregular decagon has no lines of symmetry. Unlike a regular decagon, which has 10 lines of symmetry due to its equal sides and angles, an irregular decagon lacks uniformity in its shape, meaning that it cannot be divided into identical halves by any line. Therefore, it generally has zero lines of symmetry.


What is the rotational symmetry for a decagon?

10


How many rotational symmetry does decagon have?

A regular decagon has rotational symmetry = 10.For irregular decagons, it could be less (either 2 or none.)


What shape has 10 lines of symmetry?

decagon


How many line of symmetry in the decagon?

A regular decagon has 10 lines of symmetry. Each line of symmetry can be drawn through a vertex and the midpoint of the opposite side, as well as through the midpoints of two opposite sides. This symmetry reflects the decagon's equal angles and sides, allowing for multiple symmetrical divisions.