List all minimal, minimum, maximal, and maximum elements for the of the partial orders in Exercise.
This exercise refers to the Venn diagram shown in Fig.
(a) Use set operations to describe each of the seven regions in terms of A, B, C. For instance, region 1 is A\(B ∪ C).
(b) Use set operations to describe the entire region identified by the labels 2, 3, 4, 5, 7 and the entire region identified by 2, 3,4.
(c) Show that B\(C\ A) # (B \ C) \ A by listing the regions described by each of these sets.
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