[5] Suppose the four Demogorgans of problem [4] and their advances can be considered a random sample. Not very realistic, but just go with it. The maximum orderstatistic for that random sample is actually (due to distance being negative) the Demogorganclosest to Eleven. The harsh reality in my own little saga is that if the Demogorgan can advanceto within ½ meter of Eleven, the Demogorgan wins and Eleven is no more.[a] After one minute, what is the probability that Eleven is doomed?[b] Now simulate the range between the Demogorgan closest to Eleven and the one furthest away among the 4 Demogorgans. Use the technique we have tried in HW where we equate the distribution function to a uniform random number and solve for the random variable. Report code and summarized results for 1000 simulations.

Answer rating: 100% (QA)

a This is a binomial distribution with n4 and p12 So the probability that Eleven is doomed is 1PX014... View the full answer