Sunday

February 1, 2015

February 1, 2015

Posted by **sarah** on Thursday, February 21, 2008 at 7:58pm.

?????

- calculus -
**Damon**, Thursday, February 21, 2008 at 8:44pmIf the original series converges, a(n) gets vanishingly small for large n

That means 1/a(n) gets huge for large n, approaching 1/0

**Answer this Question**

**Related Questions**

calculus - TRUE OR FALSE 1. if the lim as n->infinity of a(sub n)=0, then the...

math! - george entered a function into his calculator andfound the following ...

calculus - true of false if the sum of asubn from n=1 to infinity converges, and...

calculus - true of false if the sum of asubn from n=1 to infinity converges, and...

Calculus II - Consider the sequence: (a,sub(n))={1/n E(k=1 to n) 1/1+(k/n)} Show...

chemistry - I was way off on the other problem. But I see how you got the answer...

Calc 2 - Consider the sequence: (a,sub(n))={1/n E(k=1 to n) 1/1+(k/n)} Show that...

CALCULUS-URGENT- no one will respond!!! - we know the series from n=0 to ...

check! - Write a recursive formula that generates the terms of the following...

CALCULUS-URGENT - we know the series from n=0 to infinity of c(sub n)*3^n ...