- #1
fourier jr
- 765
- 13
show that [tex]\frac{ ((n^2)!)!}{(n!)^{n+1}}[/tex] is an integer.
i was thinking of saying that there are so many people who can be put on a committee, etc etc which would make an integer. i don't think this is real hard but nothing is really jumping out at me
i was thinking of saying that there are so many people who can be put on a committee, etc etc which would make an integer. i don't think this is real hard but nothing is really jumping out at me