Unassuming
- 165
- 0
Why is the first part of this inequality true?
1/(n+1)! [ (1 +1/(n+1) +1/(n+1)^{2} +...+ 1/(n+1)^{k} ]
< 1/(n!n) < 1/n
1/(n+1)! [ (1 +1/(n+1) +1/(n+1)^{2} +...+ 1/(n+1)^{k} ]
< 1/(n!n) < 1/n