Calculate one side of the hexagon
Unlike the triangle or the rectangle, the hexagon is a geometric figure that does not appear very often in our everyday lives. This is precisely why many people have difficulties with calculating individual pages, for example - and it's very easy.
Properties of a hexagon
- The hexagon, also under that Names Known as a hexagon, it is a geometric body and, as the name suggests, has six corners and, accordingly, six sides. The most common variant is the regular rectangle, in which all sides are of the same length and the angle are the same size.
- In the case of geometric figures, it is basically the case that the sum of the interior angles per corner increases by 180 ° beyond the second. As a result, the sum of the interior angles for a regular hexagon is (6 - 2) * 180 ° = 720 °.
How to calculate the length of a side
You can make a regular hexagon into six identical equilateral ones Triangles subdivide. It follows that one side of the hexagon is exactly half its radius.
- If only the circumference is given but one page is to be calculated, all you have to do is divide the circumference by six. So the hexagon is a grateful candidate here too.
- To infer the length of the side from the area, you have to remember that a hexagon is nothing more than six equilateral triangles. For the area of a triangle, you need to take its side squared and divide the result by four. Then multiply everything by the square root of three.
- So you take the area of the hexagon times two and divide the result by three times the square root of three. Now if you pull the root of this result, you will know how long one side of the hexagon is.
Area calculation for a hexagon - this is how it works
At the beginning, the area calculation for the hexagon seems very complicated. If you …
So you see: No matter what information is given about a hexagon - it is not difficult to calculate the side length. I wish you success.
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