Which Polygon Has 14 Sides?
Are you curious to know which polygon has 14 sides? You’re in luck because we’ll be discussing that in this article. A polygon is a two-dimensional shape that is made up of straight lines and is closed. It comes in different shapes and sizes, and its sides and angles vary depending on the number of sides it has. In this article, we’ll be focusing on the polygon with 14 sides and everything you need to know about it.
What is a Polygon with 14 Sides?
A polygon with 14 sides is called a tetradecagon. It is a two-dimensional shape that is made up of 14 straight lines and 14 angles. The 14 angles of a tetradecagon add up to 2160 degrees, and each of its interior angles measures approximately 154.3 degrees. The tetradecagon is a unique polygon and is not commonly used in geometry or mathematics.
Properties of a Tetradecagon
As mentioned earlier, a tetradecagon has 14 sides and 14 angles. Here are some of the properties of a tetradecagon:
- It is a convex polygon, which means that all its interior angles are less than 180 degrees.
- It has 14 vertices, which are the points where two sides of the polygon meet.
- It has 28 diagonals, which are the lines that connect two non-adjacent vertices of the polygon.
- It has rotational symmetry of order 14, which means that it can be rotated by a certain degree to look the same as the original polygon.
How to Calculate the Area of a Tetradecagon
Calculating the area of a tetradecagon can be quite challenging, especially if you’re not familiar with the formula. However, here’s how to calculate the area of a tetradecagon:
Area of a tetradecagon = (14 × s²) / (4 × tan(π/14))
Where s is the length of one side of the tetradecagon.
Real-Life Applications of a Tetradecagon
While a tetradecagon is not commonly used in geometry or mathematics, it can be found in some real-life applications. For instance, the shape of a soccer ball is a truncated icosahedron, which is made up of hexagons and pentagons. One of the polygons that make up a truncated icosahedron is a tetradecagon. Therefore, a tetradecagon is indirectly used in the manufacturing of soccer balls.
Conclusion
Now that you know what a tetradecagon is, its properties, how to calculate its area, and its real-life applications, you have a better understanding of this unique polygon. While it may not be commonly used in geometry or mathematics, it’s still interesting to learn about its properties and applications. Who knows, you may come across a tetradecagon in the future and impress your friends with your knowledge.
Remember, learning is a continuous process, and there’s always something new to discover.
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