The number of lost bags per flight at Ango Airport follows a Poisson
distribution with µ = 0.4.
a. Specify the Poisson distribution for lost bags per flight.
b. What is the probability that no bags will be lost in a randomly
selected flight?
c. What is the probability that at least 2 bags will be lost in a randomly
selected flight?
a) The Poisson distribution for lost bags implies that in a day with a sample of10 flights, there are 4 bags which will get lost.
b) Let X be the event that a bag gets lost.
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