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
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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