Problem: Assume that Anchorage International Airport has an average arrival rate of 7

itinerant general aviation landings per day.

1. What is the probability that Anchorage International Airport will have less than four itinerant general aviation landings per day.
2. What is the probability that Anchorage International Airport will have exactly seven itinerant general aviation landings per day.
3. What is the probability that Anchorage International Airport will have ten or more itinerant general aviation landings per day.

4, What is the probability that Anchorage International Airport will have between eight and ten itinerant general aviation landings per day.

5. What is the probability that Anchorage International Airport will have at most three itinerant general aviation landings per day.

6. What is the probability that Anchorage International Airport will have at least nine itinerant general aviation landings per day.

7. What is the probability that Anchorage International Airport will have eleven, twelve or thirteen itinerant general aviation landings per day.

8. What is the probability that Anchorage International Airport will have six, seven or eight itinerant general aviation landings per day.

9. What is the probability that Anchorage International Airport will have eight

or itinerant general aviation landings per day. Answer.

10. What is the Variance.

11. What is the Standard Deviation.

12. What is Skewness of the Distribution.

13. What is the Kurtosis

14. Clearly differentiate between the Normal Distribution, Poisson Distribution and the

Binomial Distribution relative to the number of parameters

Solve the following problem by utilizing the Poisson Formula:

Assume the First national Bank Alaska has an average arrival rate of ten customers per

minute; what is the probability that between 4 and 6 customers will arrive per minute.

Solve the following problem by utilizing the Poisson Formula:

Assume the First national Bank Alaska has an average arrival rate of ten customers per minute; what is the probability that between 4 and 6 customers will arrive per minute.

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Solution: The downloadable solution consists of 7 pages, 495 words and 13 charts.
Deliverable: Word Document