Suppose a set A is uncountably infinite, that U is countably infinite, and that UC A. Show that A – U (A with U deleted)

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Suppose a set A is uncountably infinite, that U is countably infinite, and that UC A. Show that A – U (A with U deleted)

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Suppose A Set A Is Uncountably Infinite That U Is Countably Infinite And That Uc A Show That A U A With U Deleted 1
Suppose A Set A Is Uncountably Infinite That U Is Countably Infinite And That Uc A Show That A U A With U Deleted 1 (30.88 KiB) Viewed 36 times
Suppose a set A is uncountably infinite, that U is countably infinite, and that UC A. Show that A – U (A with U deleted) is uncountably infinite.
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