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Question: Dogberry's alarm clock is battery operated. The battery could fail with equal probability at any time of the day or night. Every day Dogberry sets his alarm for 6:30 a.m. and goes to bed at 10:00 p.m. Find the probability that when the clock battery finally dies, it will do so at the most inconvenient time, between 10:00 p.m. and 6:30 a.m.
It has been reported that 80% of taxpayers who are audited by the IRS end up paying more money in taxes. Assume that the auditors are randomly assigned cases and that one of the ways the IRS oversees its auditors is to monitor the percentage of ca..
a. What is the population proportion of people who moved to the suburb in the last five? years?
the australian bureau of statistics recently released figures on petrol usage. following are the 15 leading cities in
1. a company is interested in estimating the mean amount of money employees spend on lunch in their cafeteria. from a
Use Benford's distribution to calculate the probability of each digit and record your results in the table above. Comment on how closely your distribution of first digits follows Benford's distribution. Why are they not exactly the same?
The largest value in a set of data is 160, and the smallest value is 70. If the resulting frequency distribution is to have six classes of equal width, what will be the class interval?
What is the probability that four cards drawn at random from a deck of cards are of different denominations if they are of different suits?
From experience, a manager knows that the commissions earned by her salespeople are very well approximated by a normal distribution.
A metal fabricating plant currently has five major pieces under contract, each with a deadline for completion. Let X be the number of pieces completed.
Calculate the actual probability model.- Compare the distribution of outcomes in your simulation to the probability model.
suppose that pmale birth 0.5. a couple wishes to have exactly 2 female children in their family. they will have
Determine the optimal inventory policy when the goods are to be ordered at the end of every month from now on. The cost of bringing the inventory level up to y when x already is available is given by 2(y x).
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