Question

Any idea how do you solve this one ? \[limit x \rightarrow \infty \sum_{K=1}^{n} \ln (1 + K/n)^{1/n}\]
The answer is \[\ln (4/e)\]

Answer 1

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Answer 2

actually n-> infinity rite?

Answer 3

Oh yes I am sorry. It's limit n -> infinity not x