EDB β€” 25G

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Exercises

  1. [25G] Use the axiom of foundation [01R] to prove that if \(A\) is transitive and \(Aβ‰  βˆ…\) then \(βˆ…βˆˆ A\).

    Solution 1

    [25H]

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  • axiom, of foundation
  • axiom, of regularity
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