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@No.name
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yes?
you're claiming \(\sum \limits_{n=1}^{\infty} \dfrac{n^k}{B^n} = \dfrac{B(B+1)(B+2)\cdots (B+k)}{(B-1)^{k+1}} \) right ?
please correct the formula if it doesnt look right :)
I don't quite understand these notations still. But i found one site which u could see http://nealabq.com/blog/category/analysis/
Although my professor told these formulaes long back . i took time to recall them
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nice :) that link says for n>=3 the pattern wont match the numerator !
oh i see!
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