Question 896666
Regardless of consecutive, sum of any even integers is what?


Let n be any integer.


{{{2n+(2n+2)+(2n+4)}}}
{{{2n+2n+2n+6}}}
{{{2(3n)+6}}}
{{{6n+6}}}
{{{6(n+1)}}}, could be any EVEN integer because this expression is a product of 2.