Let { a n } n N 0 be the sequence defined by a_0 = 0 and
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Question:
Let{an}nN0 be the sequence defined by a_0 = 0 and
an=k=1n(2k1)2k1,nN
Show thatannN0 is convergent with a limit of log 2. Hint: Rewrite each term in the sum as a difference between two fractions.
Expert Answer:
To show that the sequence ann0 defined by a0 0 and an k1 to n 2k12k12k1 for n 1 is convergent with a ... View the full answer
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