|Feb21-13, 07:13 PM||#1|
statistics infinte series
My statistics professor wanted me to remember an infinite series sum, but i cant remember what it was
i think it was either ( E(1/n^2) 1 to infinite ) or ( E(1/(L+n^2)) 0 to infinite ) or ( E(a^n) 0 to infinite where n is between 0 and 1)
i think it was the 2nd one, does anyone know how to calculate either of these?
|Feb22-13, 08:38 AM||#2|
E should be the sum symbol(##\Sigma##)?
The first one has a simple solution, I don't think I ever saw any closed form for the second.
At the third one, do you mean "a is between 0 and 1"? In that case, it has a nice value as well, which is very useful to know.
|Similar Threads for: statistics infinte series|
|what does an infinte series =?||Calculus & Beyond Homework||8|
|infinte series||Precalculus Mathematics Homework||3|
|Sums Of Infinte Series||Calculus & Beyond Homework||3|
|(2n)!/(n^n) does the infinte series converge?||Calculus & Beyond Homework||4|
|infinte series sum(n*(1/2)^n,n,k,infty)?||Calculus||13|