We can write two even numbers as 2n and 2m, being n and m any integer.
Then, we can write the product of two even numbers as:
[tex]2n\cdot2m=4\cdot n\cdot m[/tex]n*m could be any number, but, as it is multiplied by 4, the result is always a even number.
So the statement "product of two even numbers is even" is True.
