Question

expres the limit as a definite integral

\[\lim_{n \rightarrow \infty} \sum_{i=1}^{n} 1/n \sqrt{i/n}\]

Answer 1

would it be integral 1/(n) sqrt((1)/(n))ⅆn from 1 to infinity = 2? I'll dbl check tho

Answer 2

I've written it down thanks

Answer 3

i dont think that will work

Answer 4

it is very odd i think you need a delta x somewhere.

Answer 5

to set it up as integral

Answer 6

really? I was working on the equation.

Answer 7

it is an odd one definately but go ahead try it.

Answer 8

Thanks for your precious help. I have to leave now.

Answer 9

maybe this will help