The sequence, 1/n converges to 0 right, because the limit as n-? is 0.
So why does the series of 1/n diverge? Doesn't The sequence's convergence imply that at some point, the series will simply be adding 0's to a finite number?
The sequence, 1/n converges to 0 right, because the limit as n-? is 0.
So why does the series of 1/n diverge? Doesn't The sequence's convergence imply that at some point, the series will simply be adding 0's to a finite number?