Let f(n) = n^2/(n^2 - n + 1).
Find the largest integer n such that f(2) * f(3) * f(4) * ... * f(n) < 1.98.
f(2)=1.33333f(2)⋅f(3)=1.71429f(2)⋅f(3)⋅f(4)=2.10989 This table shows that the largest such n is 3.