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The probability is .03 that a passenger on American Airlines flight 2458 is a Platinum flyer (50,000 miles per year).
a) If 200 passengers take this flight, find the binomial and Poisson probability of no platinum flyers (round your answer to 4 decimal places).
b) Find the binomial and Poisson probability of One platinum flyer (round to 4 decisimal places).
c) Find the binomial and Poisson probability of two platinum flyers (round to 4 decisimal places).
d) Is the Poisson approximation justified?
What terms describe the fit of a regression equation to the data? What is the practical use of the regression equation in the real world? Explain with some examples.
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With a single-sample t ratio, the null hypothesis states that:
Graph the p.d.f and show that the probability of the part failing in the first 200 weeks is 1/8
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