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3. An airline flies airplanes that hold 100 passengers. Typically, some 10% of the passengers with reservations do not show up for the flight. The airline generally overbooks flights in an attempt to fill them. Note: Use normal approximation with continuity correction as appropriate. and the i pi hat a fli inclusively will fligi (c) Find the probability that for a flight with 105 reservations, everyone will get a seat. (d) If the flight is booked for 106 passengers, can the airline be at least 95% sure that everyone will get a seat?

3. An airline flies airplanes that hold 100 passengers. Typically, some 10% of the passengers with reservations do not show up for the flight. The airline generally overbooks flights in an attempt to fill them. Note: Use normal approximation with continuity correction as appropriate. and the i pi hat a fli inclusively will fligi (c) Find the probability that for a flight with 105 reservations, everyone will get a seat. (d) If the flight is booked for 106 passengers, can the airline be at least 95% sure that everyone will get a seat?

MATLAB: An Introduction with Applications
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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3. An airline flies airplanes that hold 100 passengers. Typically, some 10% of the passengers with reservations do not show up for the flight. The airline generally overbooks flights in an attempt to fill them. Note: Use normal approximation with continuity correction as appropriate. and the i pi hat a fli inclusively will fligi (c) Find the probability that for a flight with 105 reservations, everyone will get a seat. (d) If the flight is booked for 106 passengers, can the airline be at least 95% sure that everyone will get a seat?
Transcribed Image Text:3. An airline flies airplanes that hold 100 passengers. Typically, some 10% of the passengers with reservations do not show up for the flight. The airline generally overbooks flights in an attempt to fill them. Note: Use normal approximation with continuity correction as appropriate. and the i pi hat a fli inclusively will fligi (c) Find the probability that for a flight with 105 reservations, everyone will get a seat. (d) If the flight is booked for 106 passengers, can the airline be at least 95% sure that everyone will get a seat?
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