- #1
Ashwin_Kumar
- 35
- 0
Hello, i have been trying to solve a summation question for a while, and I'm not too much of an expert at the subject, so i couldn't figure it out. it is the sum of n/n! in which n takes the value from one to infinity. In other words, just 1/1! + 2/2! + 3/3! + 4/4!...
Well, firstly, does the series diverge or converge? i think it converges and has a limit. In the end i came up with this
lim 1/((n-1)!)
n->infin
PS Could someone tell me how to write limits here?
Well, firstly, does the series diverge or converge? i think it converges and has a limit. In the end i came up with this
lim 1/((n-1)!)
n->infin
PS Could someone tell me how to write limits here?