Volume Integral

Volume integral is a triple integral of the constant function 1, which gives the volume of the region ''D'', that is, the integral
:

\operatorname{Vol}(D)=\iiint\limits_D dx\,dy\,dz.

It can also mean a Triple Integral within a region ''D'' in R³ of a Function

f(x,y,z),

and is usually written as:

:

\iiint\limits_D f(x,y,z)\,dx\,dy\,dz.

	CATEGORIES ABOUT VOLUME INTEGRAL

	multivariable calculus

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