i'm supposed to test this series for convergence/divergence i guess my real hang-up is with the factorial..but i'm just kind of lost with this one.. please help!
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Originally Posted by buttonbear i'm supposed to test this series for convergence/divergence i guess my real hang-up is with the factorial..but i'm just kind of lost with this one.. please help! it's divergent because for sufficiently large values of we have: thus: this method also proves that for any real number the series is divergent.
is this any particular test? or is it just some sort of comparison.. i'm sorry but i need to be able to justify everything i say about these problems
Originally Posted by buttonbear i'm supposed to test this series for convergence/divergence i guess my real hang-up is with the factorial..but i'm just kind of lost with this one.. please help! you can use the root test and make it so that it is limit (x is approaching infinity) of the nth root of and it becomes limit of and it is diverging
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