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If $A$ and $B$ are two equivalence relations defined on set $C$, then |
$A \cap B$ is an equivalence relation $A \cap B$ is not an equivalence relation $A \cup B$ is an equivalence relation $A \cup B$ is not an equivalence relation |
$A \cap B$ is an equivalence relation |
The correct answer is Option (1) → $A \cap B$ is an equivalence relation ## If $A$ and $B$ are equivalence relations, then $A \cap B$ is an equivalence relation. |
