Find all integers such that divides evenly into
Since that fraction, , must be an integer, must be a factor of 6.
This happens when: .
Hello, I got an "application" from my teacher and this is what the problem says. Please help I kind of let this go to the last minute and need some help!
Find all integers n>3 such that n-3 divides evenly into n^2-n.
(find all integers n is greater than 3, such that n minus 3 divides evenly into n squared minus n.) That was the phonetics of it, i hope i wrote it right!