Question

16) The Cartesian product of the (Set Y) x (Set X)
is equal to the Cartesian product of (Set X) x (Set
Y) or Not?
a. Yes
b. No
c. None of the above
d. I Don't know​

Answer 1

Answer:

no the Cartesian product Y×X not equal to X×Y

Answer 2

The Cartesian product of the (Set Y) x (Set X) is Not equal to the Cartesian product of (Set X) x (SetY) (Option B)

• The Cartesian Product of Sets X and Y is defined as the collection of all ordered pairs (a, b) where a belongs to X and b belongs to Y in mathematics.So  if the set X and set Y remains the same, then the Cartesian Product of Sets Y and X is defined as the collection of all ordered pairs (b,a) where a belongs to X and b belongs to Y.That's why the Cartesian product of the set Y and X is not equal to the Cartesian product of Set X and Y.