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find the limit: (n/(n+1))^n
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Hopefully you know this result \[ \lim_{n \rightarrow \infty} (1 + a/n)^n = e^a \] Given that, you can transform your question into something of this form.
so my solution manual states that the answer is 1/e^5
how would i go about solving for that?
I don't agree that the answer is 1/e^5. Double check that or resign yourself to it being wrong. This limit is equal to 1/e
wait my bad its supposed to be n+5* not n+1
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