Let r be a relation on all real numbers x y such that x is
Let R be a relation on all real numbers x, y such that x is related to y if and only if x^2 <= y^2. Is R antisymmetric? transitive? a partial order relation? Prove or give a counter example.
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say whether or not r is a partial order and a total order on a show proofa abc r
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let r be a relation on all real numbers x y such that x is related to y if and only if x2 lt y2 is r antisymmetric
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