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what is trivially transitive relation.

THEOREM:If (a,b) belongs to R(relation) and (b,c) DOES NOT belong to R, then it is said to be a transitive relation.

Seems vague??

Eg:A={1,2,3,4}

Relation on set A:(1,2)R(3,4) is a TRIVIALLY TRANSITIVE REALTION

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The trivial relation is the relation R is subset equal to S×T in S to T such that every elements of S is related to every element of T.R:S×T for all (s,t) belongs to (S,T) such that (s,t) belongs to R . the relation which equals the products of the set on which it is defined.
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