Question: I need some help with this question. (i) Let A and # two sets. State and prove the converse of the following statement: if A

I need some help with this question.

(i) Let A and # two sets. State and prove the converse of the following statement: if A C B, then A UB = B. Does the inverse of this statement hold true? Justify your answer. (ii) Do the infimum and/or supremum exist for the following set? Is + Justify your

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