Let be a Jordan measurable set of zero measure. Prove that .

**Solution**

Since there exists a sequence of closed rectangles of such that and it is where is the volume of the rectangle . Then foreach

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# Multiple integral on a zero measured set

Since there exists a sequence of closed rectangles of such that and it is where is the volume of the rectangle . Then foreach

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Let be a Jordan measurable set of zero measure. Prove that .

**Solution**