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Find if the following are true or false
Find if the following are true or false.
$\sum^\infty_{i=1} (a_i +a_i^3)$ converges
$\lim_{n\to \infty}\frac{a_n}{a_{n+1}}$ exists
$\sum^\infty_{i=1}\frac{a_i}{a_{i+1}}$ diverges
I’m having a little trouble with this question. This is the only question I have had trouble with so far because it’s not given an answer. I’m going to do my best to explain my thought processes of solving these questions.
My mind goes into the picture of Geometric series and the two ratios I use are $\frac{b_n}{b_{n+1}}$ and $\frac{c_n}{c_{n+1}}$ and clearly since I want to find if $\sum^\infty_{i=1}\frac{a_i}{a_{i+1}}$ is convergent/divergent I go for $\lim_{n\to \infty}\frac{a_n}{a_{n+1}}$, because I’m assuming the $b_
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