Question: Need help..Thank u Show that dE(log(N) |Rt > 0) 0) = flog(n) [1 - (1 - st)] f(n)dn S[1 - (1 - st)'] f(n')dn' where

Need help..Thank u

Need help..Thank u Show that dE(log(N) |Rt > 0) 0) = flog(n)

Show that dE(log(N) |Rt > 0) 0) = flog(n) [1 - (1 - st)"] f(n)dn S[1 - (1 - st)"'] f(n')dn' where 0 1, Re is the event that a bin of size st is reached if n balls are thrown, and f(n) is: a) any distribution b) Pareto c) Lognormal d) Frechet dst If the result that dE(log(N) At> mean, vari- ance>2*mean, etc) for the sign of interest

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