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1 Orderings a) Suppose R is a partial order over set A. Prove or disprove that R2 is a partial order. b) Let S={(a,b):amod10=bmod10}. Prove or disprove that S is an equivalence relation over the integers..

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1 Orderings a) Suppose R is a partial order over set A. Prove or disprove that R2 is a partial order. b) Let S={(a,b):amod10=bmod10}. Prove or disprove that S is an equivalence relation over the integers.

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