Consider a set A={a,b,c}. Give example of a relation R on A which is reflexive and symmetric but not transitive.
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R={(a, a) (b, b) (c, c) (a, c)(c ,a) (b, c)
(c, b) }
zaidazmi8442:
let's tell
how
it's transitive
It is 100% right that it is not transitive
(a, c) €R
(a, b) €R
(a, c) €R and (c, b) €R but (a, b) does not belong to" R" then how it is transitive
oh
I don't saw that
thanks
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