A ={1,2,3,4,5,6}
On A, R be a relation given by R = {(1,2),(2,1),(1,1)}.
Check whether R is symmetric or transitive
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Answer:
R is symmetric but not transitive
(1,2) belongs to R
(2,1) belongs to R ; i.e, (a,b) belongs to R and (b,a) also belongs to R
Therefore, R is symmetric relation
(1,2) belongs to R
(2,1) belongs to R
(1,1) belongs to R ; i.e, (a,b) belongs to R and (b,a) belongs to R but (b,c) doesn't belongs to R.
Therefore, R is not a transitive relation.
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