4.148 BOEING 787 DREAMLINER. An assessment of the new Boeing 787 “Dreamliner" airplane was published in the Journal of Case Research in Business and Economics (December 2014). Boeing planned to build and deliver 3,500 of these aircraft within the first 20 years of the 787 program. The researchers used simulation to estimate the number of annual deliveries of 787 airplanes (expressed as a percentage of total Boeing aircraft deliveries during the year). In the fifth year of the program, deliveries were uniformly distributed over the range 2.5% to 5.5%. Assuming the simulated results are accurate, what is the probability that the number of Boeing 787s built and delivered in the fifth year of the program exceeds 4% of the total Boeing aircraft deliveries during the year?
4.148 BOEING 787 DREAMLINER. An assessment of the new Boeing 787 “Dreamliner" airplane was published in the Journal of Case Research in Business and Economics (December 2014). Boeing planned to build and deliver 3,500 of these aircraft within the first 20 years of the 787 program. The researchers used simulation to estimate the number of annual deliveries of 787 airplanes (expressed as a percentage of total Boeing aircraft deliveries during the year). In the fifth year of the program, deliveries were uniformly distributed over the range 2.5% to 5.5%. Assuming the simulated results are accurate, what is the probability that the number of Boeing 787s built and delivered in the fifth year of the program exceeds 4% of the total Boeing aircraft deliveries during the year?
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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4.148 BOEING 787 DREAMLINER. An assessment of the new
Boeing 787 "Dreamliner" airplane was published in the Journal of
Case Research in Business and Economics (December 2014). Boeing
planned to build and deliver 3,500 of these aircraft within the
first 20 years of the 787 program. The researchers used
simulation to estimate the number of annual deliveries of 787
airplanes (expressed as a percentage of total Boeing aircraft
deliveries during the year). In the fifth year of the program,
deliveries were uniformly distributed over the range 2.5% to
5.5%. Assuming the simulated results are accurate, what is the
probability that the number of Boeing 787s built and delivered
in the fifth year of the program exceeds 4% of the total Boeing
aircraft deliveries during the year?
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