(one /(n*log(n)))*(-log(n) + one)/(n*log(n)) = zero
(1 divide by (n multiply by logarithm of (n))) multiply by ( minus logarithm of (n) plus 1) divide by (n multiply by logarithm of (n)) equally 0
(one divide by (n multiply by logarithm of (n))) multiply by ( minus logarithm of (n) plus one) divide by (n multiply by logarithm of (n)) equally zero
(1/(nlog(n)))(-log(n) + 1)/(nlog(n)) = 0
1/nlogn-logn + 1/nlogn = 0
(1 divide by (n*log(n)))*(-log(n) + 1) divide by (n*log(n)) = 0
