Question: ln(2n) - ln(n + 1) find the limit as n approaches infinity of this given sequence and tell whether or not it converges or diverges.
ln(2n) - ln(n + 1)
find the limit as n approaches infinity of this given sequence and tell whether or not it converges or diverges. If it converges give the limit and a number in which it diverges.
For this sequence the answer came out to be ln(2) in the book which i completely dont understand. Can someone go over the methodology when solving for an
LN sequence in an infinite sequence. I don't understand how to look at ln problems.
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