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Danai Makonese C21147103K by lorrainemachava93 is a document available to read on EtoBox.

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The document presents a proof that finite disjoint sets are measurable by demonstrating that the outer measure of the intersection of a set A with a union of measurable disjoint sets Ek equals the sum of the outer measures of the individual intersections. It utilizes properties of outer measures, such as countable subadditivity and the carving-out property, to establish the equality. The proof concludes by confirming that both sides of the derived equation are equal, thereby proving the measurability of the

Author

lorrainemachava93

Language

EN