- #1
Punkyc7
- 420
- 0
does let z[itex]_{n}[/itex]=
[itex]\frac{1}{n+1}[/itex]+[itex]\frac{1}{n+2}[/itex]+[itex]\frac{1}{n+3}[/itex]+...+[itex]\frac{1}{2n}[/itex]
does z[itex]_{n}[/itex] converge or diverge..
I want to say it diverges because it looks like the Harmonic series
[itex]\frac{1}{n+1}[/itex]+[itex]\frac{1}{n+2}[/itex]+[itex]\frac{1}{n+3}[/itex]+...+[itex]\frac{1}{2n}[/itex]
does z[itex]_{n}[/itex] converge or diverge..
I want to say it diverges because it looks like the Harmonic series