Question 75
Find the smallest positive integer $n$ for which
$$
1!2!\cdots(n-1)! \gt n!^{2}
$$
$$
1!2!\cdots(n-1)! \gt n!^{2}
$$
MathNet 2018-part-07 — 177 problems (EN–VI) Question 75
Math Olympiad Vault · MathNet 2018-part-07 — 177 problems (EN–VI)