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Number of binary sets on the set {p, q,r} is:​
  • a)
    39
  • b)
    16
  • c)
    18
  • d)
    36
Correct answer is option 'A'. Can you explain this answer?
Verified Answer
Number of binary sets on the set {p, q,r} is:​a)39b)16c)18d)36Co...
Correct Answer :- a
Explanation : No. of elements : 3
Total no.of binary operations on a set consisting 'n' elements is given by nn^2
= So the total no.of binary sets is 39.
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Most Upvoted Answer
Number of binary sets on the set {p, q,r} is:​a)39b)16c)18d)36Co...
It os must to remember these basic results the answer is 1 at 8 corners 1/8 sphere is present :8*1/8=1 that means overall( effective) one atom is present in ssc
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Community Answer
Number of binary sets on the set {p, q,r} is:​a)39b)16c)18d)36Co...
Here total number of element in given set =3
since ,.
number of binary on the set = (total number of element in given set)^(square of total number of element in the given set)

=3^9
hence option (a) is correct
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Number of binary sets on the set {p, q,r} is:​a)39b)16c)18d)36Correct answer is option 'A'. Can you explain this answer?
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