Given an example to show that the releation `R={(a,b):aleb^(2)}` on the set R of all real numbers is not reflexive.

Given an example to show that the releation `R={(a,b):aleb^(2)}` on th

1.	Given an example to show that the releation `R={(a,b):aleb^(2)}` on the set R of all real numbers is not reflexive.
Answer» Correct Answer - `((1)/(2),(1)/(2))!inR`

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Given an example to show that the releation `R={(a,b):aleb^(2)}` on the set R of all real numbers is not reflexive.

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