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Prove that for any integer n 1 any set of n positive real

Question: (a) Prove that for any integer n ≥ 1, any set of n positive real numbers has a smallest element.

(b) Prove that the result of (a) is not true for infinite sets of positive real numbers in general but that it is true for some infinite sets.

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Mathematics: Prove that for any integer n 1 any set of n positive real

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Mathematics: Prove that for any integer n 1 any set of n positive real

Reference No:- TGS02364613

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