Suppose the relation R is defined on the set $\mathcal { Z }$ where aRb means that $a b

Name: Suppose the relation R is defined on the set $\mathcal { Z }$ where aRb means that $a b < 0$ Determine whether R is an equivalence relation on $\mathcal { Z }$
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Question

Suppose the relation  R  is defined on the set $\mathcal { Z }$ where  aRb  means that $a b < 0$ Determine whether  R  is an equivalence relation on $\mathcal { Z }$

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The Answer of Suppose the relation  R  is defined on the set $\mathcal { Z }$ where  aRb  means that $a b < 0$ Determine whether  R  is an equivalence relation on $\mathcal { Z }$

Suppose the Relation R Is Defined on the Set