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1. Suppose that customers arrive at a Poisson rate of one per every 12 minutes, and that the service time is exponential at a rate of one service per 8 minutes. What are L and W?
2. Suppose that it costs cμ dollars per hour to provide service at a rate μ. Suppose also that we incur a gross pro?t of A dollars for each customer served. If the system has a capacity N, what service rate μ maximizes our total pro?t?
The null hypothesis is to be tested at 95% confidence. Determine the critical value for this test. What do you conclude?
Use a 0.01 significance level to test the claim that the selection process is biased against Americans of Mexican ancestry. Does the jury selection system appear to be fair?
an exhaustive survey of all users in a wilderness park taken in 1980 revealed that the average number of persons per
in independent random sample of male athletes and male nonathletes at a large university we find the following samplae
The normal serum hemocrit level is 0.41 milligrams to 100 milligrams of blood. The level in elderly patients is significantly low at 0.31.
Why should you use ANOVA instead of several t tests to evaluate mean differences when an experiment consists of three or more treatment conditions?
a researcher conducts a hypothesis test to evaluate the effect of a treatment. the hypothesis test produces a z-score
What can we say about the probability distribution of x? Is it approximately normal? What are the mean and standard deviation?
suppose the joint pdf of lifetimes of a certain part and a spare is given byfx y e?xy 0 lt x lt ? 0 lt y lt ?and zero
The new Lucky Lady Casino wants to increase revenue by providing buses that can transport gamblers from other cities. Research shows that these gamblers tend to be older, they tend to play slot machines only, and they have losses with a mean of $1..
Suppose a card has just been inserted and the light is green - What is the probability that the door will actually open
Let f be a Borel measurable function from a separable metric space X onto a metric space S with metric e. Show that (S, e) is separable.
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