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I am looking at a geometric series problem that has already been worked out, so not assigned, but I do not see where they get a number:
Summation from n=1 to inf: 1/(n^2+4n+3)
In doing the partial sums, he has (1/2)* summation... 1/(i+1) - 1/(i+3)
I understand the breakup, but where does the "1/2" come from?
Summation from n=1 to inf: 1/(n^2+4n+3)
In doing the partial sums, he has (1/2)* summation... 1/(i+1) - 1/(i+3)
I understand the breakup, but where does the "1/2" come from?