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- for real numbers x and y we write as xRy x-y
for real numbers x and y; we write as xRy\Rightarrow x-y+\sqrt{2} is an irrational number. Then relation R is:(REFLEXIVE,TRANSITIVE,SYMMERTRIC) ? for real numbers x and y; we write as xRy\Rightarrow x-y+\sqrt{2} is an irrational number. Then relation R is:(REFLEXIVE,TRANSITIVE,SYMMERTRIC)
Answers (1)
Screenshot_20180825-0227242.png For every value of x belong to R
x-x+sqrt 2 i.e. sqrt 2 is an irrational number
Therefore it is reflexive
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