EDB — 07F

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E145

[07F] Prerequisites:[07C],[07D],[252].

Let \(\mathcal F\) be a non-empty family of intervals.

Show that the intersection \(\underline⋂{\mathcal F}\) of all intervals is an interval.

Suppose the intersection \(\underline⋂{\mathcal F}\) is not empty, show that the union \(\underline⋃{\mathcal F}\) is an interval.

Solution 1

[07G]

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