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Argument: R2 is straight away eliminated. For R3, to satisfy Antisymmetric relation.. Say -2 and +2 satisfy it then +2 and -2 should not satisfy. But its not the case. Answer is given as C. Am I so blind that I couldn't figure out my mistake?

asked in Set Theory & Algebra by Loyal (2.6k points)   | 75 views

Answer is option D only , R3 is not an antisymetric relation .

3 Answers

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answer should be d). only R1 is partial order. clearly R3 is not satisfying criterion of antisymmetric relation.
answered by (199 points)  
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Option D will be right option.
answered by Loyal (4.7k points)  
0 votes

Option D will be right option.

answered by Loyal (4.7k points)  


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