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<p>be.</p>

<p><big> Example </big></p>
<p>Integrating the equation  over a unit cube yields the following result:</p>

<p>So the volume of the unit cube is 1 as expected. This is rather trivial however, and a volume integral is far more powerful. For instance if we have a scalar density function on the unit cube then the volume integral will give the total mass of the cube. For example for density function: the total mass of the cube is: </p>

<p><big>See also</big></p>
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*<a href="page.php?w=Divergence_theorem">Divergence theorem</a><br/>
*<a href="page.php?w=Surface_integral">Surface integral</a><br/></p><p>
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