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The relation 'less than' in the set of natural numbers is
  • a)
    only symmetric
  • b)
    only transitive
  • c)
    only reflexive
  • d)
    equivalence relation
Correct answer is option 'B'. Can you explain this answer?
Verified Answer
The relation less than in the set of natural numbers isa)only symmetri...
A number can't be less than itself.So,this less than relation is not reflexive.
If a<ba<ba<b ,then bbb can't be less than aaa.So,this is not symmetric.
If a<b,b<ca<b, b<c a<b,b<c then a<ca<ca<c .So,this relation is transitive.
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Most Upvoted Answer
The relation less than in the set of natural numbers isa)only symmetri...
A number can't be less than itself.So,this less than relation is not reflexive.
If a<ba<ba<b ,then bbb can't be less than aaa.So,this is not symmetric.
If a<b,b<ca<b, b<c a<b,b<c then a<ca<ca<c .So,this relation is transitive.
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The relation less than in the set of natural numbers isa)only symmetricb)only transitivec)only reflexived)equivalence relationCorrect answer is option 'B'. Can you explain this answer?
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