Use the β Test to determine the convergence or divergence of the given series or state that the β Test is inconclusive. β
n=1
[infinity]
β
(
n+18
n
β
)
n
L=lim
nβ[infinity]
β
4
β£a
n
β
β£
β
=( Enter βinfβ for [infinity].) (Enter 'inf" for [infinity].) β
n=1
[infinity]
β
(
n+18
n
β
)
n
is: A. convergent B. divergent C. The β Test is inconclusive.