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How do I test this series for divergence or convergence?
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\[\sum_{1}^{\infty} (-1)^{n-1} e ^{7/n}\]
All I know is that it is alternating. But I don't know how to start it.
nevermind, I believe it diverges because when I test for divergence by taking the limit as it approaches infinity, I get that it is 1, not 0, so that automatically makes it divergent. Is my reasoning correct?
right..eventually you are pretty much just adding -1 and 1 forever and ever
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