Q-3: People living in an area have a 30% risk of contracting a deadly disease. Let...
Q-3: People living in an area have a 30% risk of contracting a deadly disease. Let the X random variable show the number of people who are not infected. In this case, among 20 people randomly selected from this region: 1.P(2< X 9) =? 2. P(3, 206 < X < 10,794) what is the minimum? b) it is known that 0.02 of the products in a factory are defective. By calculating the probability of at least 3 of 100 products randomly selected from this warehouse to be corrupt with both Binomial and Poisson distribution.Compare the results. What could be the reason for this situation?