4. The number of kilograms of bananas sold by a certain fruit vendor over a year follows a Poisson distribution. The fruit vendor sells, on the average, 52 kg of bananas per day. Using normal approximation to the Poisson distribution: a. What is the probability that the fruit vendor will sell at least 50 kg of bananas? b. What is the probability that the fruit vendor will sell less than 40 kg of bananas? c. What is the probability that the fuit vendor will sell between 45 kg and 60 kg of bananas? (Poisson Probability Distribution) Solve all stated problems showing relevant solutions and graphs or curves where applicable. Use the distribution given.
4. The number of kilograms of bananas sold by a certain fruit vendor over a year follows a Poisson distribution. The fruit vendor sells, on the average, 52 kg of bananas per day. Using normal approximation to the Poisson distribution: a. What is the probability that the fruit vendor will sell at least 50 kg of bananas? b. What is the probability that the fruit vendor will sell less than 40 kg of bananas? c. What is the probability that the fuit vendor will sell between 45 kg and 60 kg of bananas? (Poisson Probability Distribution) Solve all stated problems showing relevant solutions and graphs or curves where applicable. Use the distribution given.
MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
Section: Chapter Questions
Problem 1P
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Transcribed Image Text:4. The number of kilograms of bananas sold by a certain fruit vendor over a year follows a
Poisson distribution. The fruit vendor sells, on the average, 52 kg of bananas per day.
Using normal approximation to the Poisson distribution:
a. What is the probability that the fruit vendor will sell at least 50 kg of bananas?
b. What is the probability that the fruit vendor will sell less than 40 kg of bananas?
c. What is the probability that the fuit vendor will sell between 45 kg and 60 kg of
bananas?
(Poisson Probability Distribution)
Solve all stated problems showing relevant solutions and graphs or curves
where applicable. Use distribution given.
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