If R is a symmetric relation on a set A, then write a relation between R and R–1.
The relation between R and R–1 on a Set A is as under:
⇒ R-1 = {(b,a):(a,b)∈ R}
⇒ Clearly (a,b) ∈ R
⇒ (b,a) ∈ R-1
i.e Domain(R)=Range(R-1)
and Domain(R-1)=Range(R)