Xi = 1 if a randomly selected traveler is fully vaccinated ag X, = 0 if a randomly selected traveler is not fully vaccin

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Xi = 1 if a randomly selected traveler is fully vaccinated ag X, = 0 if a randomly selected traveler is not fully vaccin

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Xi 1 If A Randomly Selected Traveler Is Fully Vaccinated Ag X 0 If A Randomly Selected Traveler Is Not Fully Vaccin 1
Xi 1 If A Randomly Selected Traveler Is Fully Vaccinated Ag X 0 If A Randomly Selected Traveler Is Not Fully Vaccin 1 (132.99 KiB) Viewed 57 times
Xi = 1 if a randomly selected traveler is fully vaccinated ag X, = 0 if a randomly selected traveler is not fully vaccinate Assuming that the X, are independent Bernoulli random variables unknown parameter p, find the maximum likelihood estimate of th proportion of travelers who are fully vaccinated against Covid-19 v the observed values are I = 12 = 25 = 27 = x, = I10 = 1 a Ij = I4 = 16 = 1g = 0. Instruction: Answer should be entered to four decimal places ample if your answer is "1230067" then enter "1.2300" in the a
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