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<p>to <a href="page.php?w=inradius">inradius</a> that the height-to-width ratio of a regular hexagon is 1:1.1547005; that is, a hexagon with a long <a href="page.php?w=diagonal">diagonal</a> of 1.0000000 will have a distance of 0.8660254 or cos(30°) between parallel sides.</p>

<p><big> Point in plane </big></p>
<p>For an arbitrary point in the plane of a regular hexagon with circumradius , whose distances to the centroid of the regular hexagon and its six vertices are  and  respectively, we have</p>

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:<br/>
:<br/>
:</p>

<p>If  are the distances from</p><p>
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