Let r be the relation on the set of all urls or web
Let R be the relation on the set of all URLs (or Web addresses) such that xRy if and only if the Web page at x is the same as the Web page at y. Show that R is an equivalence relation.
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let r be the relation on the set of all urls or web addresses such that xry if and only if the web page at x is the
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show that the relation of logical equivalence on the set of all compound propositions is an equivalence relation what
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