#How to use hexagon 2.5 how to
For those who want to know how to do this by hand, we will explain how to find the area of a regular hexagon with and without the hexagon area formula. The easiest way is to use our hexagon calculator, which includes a built-in area conversion tool. We will now have a look at how to find the area of a hexagon using different tricks. Hexagon area formula: how to find the area of a hexagon It will also be useful when we explain how to find the area of a regular hexagon since we will be using these angles to figure out which triangle calculator we should use, or even which rectangle we will use in another method. This proves to be of the utmost importance when we talk about the popularity of the hexagon shape in nature. Where side refers to the length of any one side.Īs for the angles, a regular hexagon requires that all angles are equal and the sum up to 720º which means that each individual angle must be 120º. This means that, for a regular hexagon, calculating the perimeter is so easy that you don't even need to use the perimeter of a polygon calculator if you know a bit of maths. For the sides, any value is accepted as long as they are all the same. In a regular hexagon, however, all the hexagon sides and angles have to have the same value. The angles of an arbitrary hexagon can have any value, but they all must to sum up to 720º (you can easily convert to other units using our angle conversion calculator). In very much the same way an octagon is defined as having 8 angles, a hexagonal shape is technically defined as having 6 angles which conversely means that (as you could seen in the picture above) that the hexagonal shape is always a 6-sided shape. These tricks involve using other polygons such as squares, triangles and even parallelograms. There will be a whole section dedicated to the important properties of the hexagon shape, but first we need to know the technical answer to: "What is a hexagon?" This will help us understand the tricks we can use to calculate the area of a hexagon without using the hexagon area formula blindly. For now, it suffices to say that the regular hexagon is not only the most common way to represent a 6-sided polygon but also the one most often found in nature. We will dive a bit deeper into such shape later on, when we deal with how to find the area of a hexagon. The length of the sides can vary even within the same hexagon, except when it comes to the regular hexagon, in which all sides must have equal length. This is true for all hexagons since it is their defining feature. It should come as no surprise that the hexagon (also known as the "6-sided polygon") has precisely six sides. How many sides does a hexagon have? Exploring the 6-sided shape
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