- #1
ziddy83
- 87
- 0
I'm having a little trouble with the following problem. here it is...
Determinte whether a_n is convergent for...
[tex] a_n = \frac{2n}{3n+1}[/tex]
How would i go about solving this? Can i just simply take the limit and use L'Hospital's rule to see if it diverges or converges? Or is it a little more complicated than that? I am asking this because in this section we're studying geometric series, and that doesn't look like a geo series to me since n is not in the exponent. Any help would be appreciated, thanks.
Determinte whether a_n is convergent for...
[tex] a_n = \frac{2n}{3n+1}[/tex]
How would i go about solving this? Can i just simply take the limit and use L'Hospital's rule to see if it diverges or converges? Or is it a little more complicated than that? I am asking this because in this section we're studying geometric series, and that doesn't look like a geo series to me since n is not in the exponent. Any help would be appreciated, thanks.