Question: Introduction to Abstract Mathematics Let A be a nonempty subset of IR. Let B : {/ (1 | a E A}. Prove that if A

 Introduction to Abstract Mathematics Let A be a nonempty subset of

Introduction to Abstract Mathematics

IR. Let B : {\/ (1 | a E A}. Prove that

Let A be a nonempty subset of IR. Let B : {\/ (1 | a E A}. Prove that if A is bounded above then B is bounded below and inf(B) : - sup(A). [2]

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