Suppose $A$ is a finite set with $n$ elements. The number of elements in the largest equivalence relation of A is
is there a difference withe these two statements:
Suppose A is a finite set with n elements.
Suppose A is a finite set of n elements.
Largest equivalence relation on set A = A ⨉ A
And the Number of elements in the Largest equivalence relation on set A = ∣A ⨉ A∣ = n^2
Can someone help me understand examples on...