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Question: 1. A throws six dice and wins if he scores at least one ace. B throws twelve dice and wins if he scores at least two aces. Who has the greater probability to win?
2. (a) Find the probabiIity that among three random digits there appear exactly 1, 2, or 3 different ones.
(b) Do the same for four random digits.
The lecturer of business statistics teaching a large lecture wanted to compare the performance of his students on the three exams that are given during the semester.
Provide an Aumann model of incomplete information that describes this situation, and specify a state of the world in that model that corresponds to this situation.
It is one thing to note the number of people who do not respond to a survey, but few then go on the ask for reasons. Many people have speculated on the reasons, but one survey which routinely asks is the Family Resources Survey for the UK conducte..
question the following data are the sat scores for 12 randomly selected high school seniors.1224nbspnbspnbsp
Find the 90% confidence interval estimate of the population mean. Interpret the interval estimate. 79 43 58 66 101 63 79 33 58 71 60 101 74 55 88.
The ages of the automobiles are equally distributed among the three categories? what would the results suggest to a tire manufacturer?
A cut-off time is set at the slowest 10% of the learning distribution. Anyone slower than this cut-off time is definitely not hired. What proportion of the candidates will be hired automatically?
a popular doughnut shop makes 5000 doughnuts per day of which 30 1500 doughnuts have chocolate icing. andy likes
assuming that ssy is constant which of the following correlations would have the smallest ssresidual?please explain
A large computer company claims that their salaries are normally distributed with mean $50,000 and standard deviation 10,000. What is the probability of observing an income between $40,000 and $60,000?
Mean equal to $175 a month and standard deviation of $35, which of the following would be the highest individual rent that you might expect to find?
If we want a 0.99 probability that the elevator will not be overloaded whenever 8 members are randomly selected as passengers, what should be the maximum allowable weight?
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