Prove that every open subset o of r is a disjoint union of
Prove that every open subset O of R is a disjoint union of open intervals. Further show that this union is at most countable by noting that each component must contain a rational.
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prove that every open subset o of r is a disjoint union of open intervals further show that this union is at most
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given y 12 x on the interval 214a approximate 12 x dx 2 14 int with 6 left rectangles of even widthb find the exact
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