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mm ok! :) do you see another way to calculate m (or an approximated value)?? It's ok for me to get the minimum value of m that satisfies: g(n,m,p)>=k

mm let me understand better...you are talking about a polynomial in p, but I told that p is known! my incognita is m... did I miss something?

hi all! I'm facing this problem and I can't get a solution, I want to explicit variable m from the following equation, I tried with binomial theorem to break up binomial coefficient but it was useless... can someone help me please? \sum_{i=n}^{n+m}\binom{n+m} {i}p^i(1-p)^{n+m-i} = k...