If R is a relation on a finite set having n elements, then the number of relations on A is
  1. 2n
  2. 2( n)2
  3. n2
  4. nn

Its 2n

Hope it helps !!!
  • -8
its 2^n
  • -10
 2(n)^2
i.e. 2 to the n square
  • 4
it is 2^n it is a formula given in the text book read it care fully
 
  • -11
It's 2 raised to power n^2
  • 3
It's 2 raised to power n^2
  • 14
But how 2 raise to the power n square comes
  • -6
how 2^n comes
  • -4
how n^2 comes
  • -1
Let consider set a havi
  • -3
Let A is a set having n numher of elements . Then the relation from A×A is defined as Two raised to n square Mathematical written as 2^(n^2)
  • 13
Since number of elements is n Therefore total number of relations on a is 2^n
  • 1
2^n2 (b option is correct)
  • 1
2n^2
This is the correct answer.
  • 1
2n is correct
  • 0
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