If n( A ) = p, n(B) = q then total number of relations exist between A & B is a
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No of relations= 2^mn = 2^pq
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Step-by-step explanation:
hey mate here is your answer:
here order of A=p
order of B=q
the number of relations exist between A &B is:
=2^n(A)*n(B)
=2^p*q [since, order of A=p ,order of B=q]
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