EDB — 22M

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Exercises

  1. [22M]Prerequisites:[02W],[04J].Similarly if \(A\) is infinite and \(B\) is finite show that \(|A|=|A⧵ B|\) using the fact that for every infinite set \(X\) there is an injective \(g:ℕ→ X\) function.

    Solution 1

    [22N]

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