DECAGONS Meaning and
Definition
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A decagon is a geometrical figure that possesses ten sides and forms ten angles. It is a polygon, which means it is a closed shape made up of straight lines. In the case of a decagon, these lines are all connected to each other, creating ten equal-length sides.
Each internal angle of a decagon measures 144 degrees, which makes it a convex polygon. The total sum of the internal angles of a decagon is 1,440 degrees, obtained by multiplying 144 by the number of sides, ten. The decagon is symmetrical, meaning it possesses rotational symmetry of order 10, indicating that it can be rotated by 36 degrees multiple times to form the same shape once more.
Decagons can be found in various areas of study, including mathematics, architecture, and design. Their symmetrical and regular nature makes them appealing for use in decorative patterns, floor tiling, and building structures. Decagonal shapes are also frequently observed in nature, like the flowers of certain plants.
Understanding the properties and characteristics of decagons is crucial for solving geometric problems, as well as for their application in various real-life scenarios. Thus, exploring the concept of decagons helps to enhance mathematical knowledge and spatial understanding.
Common Misspellings for DECAGONS
Etymology of DECAGONS
The word "decagon" is derived from two Greek words: "deka", meaning "ten", and "gonia", meaning "angle" or "corner". This combination reflects the structure of the geometric shape, which has ten angles or corners.
Similar spelling word for DECAGONS
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