does this question have anything to do with the distributive

does this question have anything to do with the distributive property

True

(R-Z)xN is set of ordered pairs of elements in set R-Z ie R but not Z cartesian product with N ie set of natural numbers.

RxN-ZxN is cartesian product of RxN but not containing ZxN ie

Ordered pairs in RxN (a,b) so that does not belong to Z which is same as (R-Z)xN

No this does not have anything with distributive property as the \'x\' symbol here is not multiplication but cartesian product symbol.