For each element a in R (Set of Reals), let Aa = { (x,y) in R X R: y = a-x^2}
Prove that {Aa:a in R} is a partition of RXR
And Describe the equivalent relation associated with this partition.
Established Member
For each element a in R (Set of Reals), let Aa = { (x,y) in R X R: y = a-x^2}
Prove that {Aa:a in R} is a partition of RXR
And Describe the equivalent relation associated with this partition.
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