Let be a transitive relation defined on a set . Prove or disprove that is a transitive relation.
I'm inclined to believe that it's true, but I can't be sure. I at least know this: A relation is transitive on a set if whenever and , then ,
Let be a transitive relation defined on a set . Prove or disprove that is a transitive relation.
I'm inclined to believe that it's true, but I can't be sure. I at least know this: A relation is transitive on a set if whenever and , then ,