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An aircraft has 100 seats, and there are two types of fares: full ($499) and discount ($99).
a) While there is unlimited demand for discount fares, demand for full fares is estimated to be Poisson with mean l=20 (the table below gives the distribution function). How many seats should be protected for full-fare passengers?
b) An airline has found that the number of people who purchased tickets and did not show up for a flight is normally distributed with mean of 20 and standard deviation of 10. The airline estimates that the ill will and penalty costs associated with not being able to board a passenger holding confirmed reservation are estimated to be $600. Assume that opportunity cost of flying an empty seat is $99 (price that discount passenger would pay). How much should airline overbook the flight?
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Organisations' behaviour is guided by financial data. In the short term, such data will help determine operational expenditures; in the long term, historical data may help generate forecasts aimed at determining strategic plans. In both instances.
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