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<p>For  one obtains a hyperboloid of one sheet, <br/>
* For  a hyperboloid of two sheets, and <br/>
* For  a double cone.</p>

<p>One can obtain a parametric representation of a hyperboloid with a different coordinate axis as the axis of symmetry by shuffling the position of the  term to the appropriate component in the equation above.</p>

<p><big> Generalised equations </big></p>
<p>More generally, an arbitrarily oriented hyperboloid, centered at , is defined by the equation</p>

<p>where  is a <a href="page.php?w=matrix_%28mathematics%29">matrix</a> and</p><p>
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