Mathematics

Mathematics

Problem

On the set of positive integers N\mathbb{N}, a relation RR is defined by aRb  ⟺  aRb\iff there exists k∈Nk\in\mathbb{N} such that b=k ab=k\,a. Which properties does RR satisfy? a) Reflexive and symmetric only b) Reflexive, symmetric and transitive c) Reflexive and transitive only d) Symmetric and transitive only

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