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(Solved): Consider the series \sum_(n=2)^(\infty ) a_(n)=\sum_(n=2)^(\infty ) ((-2)^(n))/(ln(n)), and choose t ...



Consider the series

\sum_(n=2)^(\infty ) a_(n)=\sum_(n=2)^(\infty ) ((-2)^(n))/(ln(n))

, and choose the correct options below. The limit

\lim_(n->\infty )|(a_(n+1))/(a_(n))|

is equal to

, and therefore, by the

the series

\sum_(n=2)^(\infty ) a_(n)

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