Define d to be the set of all pairs (x,y) of natural numbers
such that x...
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Define d to be the set of all pairs (x,y) of natural numberssuch that x divides y. Show that N is partially ordered by d.Define d analogously on Z. Is then d also a partial order on Z?
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GivenSo is a relation over the set of all natural numbers We have to show that is partially ordered by that is is a partial order relation on the set 1
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