How to find the side length of a hexagon given area

After multiplying this area by six (because we have 6 triangles), we get the hexagon area formula: A = 6 * A₀ = 6 * √3/4 * a². A = 3 * √3/2 * a² = (√3/2 * a) * (6 * a) /2 = apothem * perimeter /2. We hope you can see how we arrive at

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Hexagon Formula – Methods, Formula and Solved Examples

Given that the perimeter is 72, the length of each side of the regular hexagon can be found by dividing the perimeter by 6, making each side length 12. Plugging the side length into the area formula: Sometimes, in real life, it is easier to measure

How to find the length of the side of a hexagon

Area = How does above formula work? We know that area of hexagon with side length a = (3 √3 (a) 2 ) / 2. Since all sides are of same size and angle is 120 degree, d = 2a or a = d/2. After putting this value, we get area as (3

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