CommandsStatsBinomialCDFOn this pageStatsBinomialCDF StatsBinomialCDF (x, p, Ν) The StatsBinomialCDF function returns the binomial cumulative distribution function F(x;p,N)=∑i=1x(Ni)pi(1−p)N−i,x=1,2,…\displaystyle F(x ; p, N)=\sum_{i=1}^{x}\binom{N}{i} p^{i}(1-p)^{N-i}, \quad x=1,2, \ldotsF(x;p,N)=i=1∑x(iN)pi(1−p)N−i,x=1,2,… where (Ni)=N!i!(N−i)!.\displaystyle \binom{N}{i}=\frac{N!}{i!(N-i)!} .(iN)=i!(N−i)!N!. See Also Statistical Analysis, StatsBinomialPDF, StatsInvBinomialCDF