- #1
chipotleaway
- 174
- 0
If we have two sequences and the ratio of their limit is greater than zero, why does this mean that they either both converge or diverge? I don't understand why the test works.
Also, what about lim[(1/x)/(1/x^2)] = lim x = ∞?
The series of 1/x^2 converges but series of 1/x diverges...
Also, what about lim[(1/x)/(1/x^2)] = lim x = ∞?
The series of 1/x^2 converges but series of 1/x diverges...