6. Prove that the relation "friendship is not an equivalence relation on the set of all people in
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Step-by-step explanation:
(a) S = aRa (i.e. ) a person can be a friend to himself or herself.
So it is reflextive.
(b) aRb ⇒ bRa so it is symmetric
(c) aRb, bRc does not ⇒ aRc so it is not transitive
⇒ It is not an equivalence relation
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