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 Volume integral - Definition 

In mathematics, a volume integral in multivariable calculus is a triple integral within a volume V of three-dimensional space, usually written as:

<math>\int\!\!\!\int\!\!\!\int_V f(x,y,z)\,dx\,dy\,dz<math>
Contents
1 Example of the volume integral
2 Properties
3 Divergence Theorem
4 External link

Example of the volume integral

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Properties

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Divergence Theorem

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Mathworld article on the Divergence Theorem (http://mathworld.wolfram.com/DivergenceTheorem.html)

External link


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