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Assume the thickness of washers to be normal with mean 2.75 mm and variance 0.00024 mm2. Set up a control chart for μ and graph the means of the five samples (2.74, 2.76), (2.74, 2.74), (2.79, 2.81), (2.78, 2.76), (2.71, 2.75) on the chart.
In the graphical method, how do you know when a problem is infeasible, unbounded, or when it has multiple optimal solutions? What are the essential ingredients of an LP model? Why is it helpful to understand the characteristics of LP models?
Construct the 95% confidence interval for the proportion of students with at least one injury.
Identify at least TWO EXAMPLES of time series data. You may find it necessary to consider how your organization(s) have utilized time series data to "forecast".
Suppose that qx is equal to a constant q for all x. Find expressions in terms of q and n for (a) npx, (b) ex. Do you think that this gives a realistic life table? Why or why not?
A Discrete random variable can be described as Binomial distribution if is satisfies four conditions, Briefly discuss each of these conditions
How can we be certain that surveys and statistics that we hear about in the media are accurate samples and unbiased? Is there a way to dissect the information and determine if a probability sample was used?
What holds people back from pursuing their dreams? According to the video, what qualities do successful people have?
1. find the critical value. assume that the test is twotailed and that n denotes the number of pairs of data. n 30 a
For which strategies would it be appropriate to assign the uniform distribution to X? If it is appropriate, what probability should we assign to each outcome?
suppose that a telephone solicitor for a particular charity makes 10 random calls. she estimates that there is 20
Walleye is a common game fish. Adult walleye have a length with a mean of 44 cm and a standard deviation of 4 cm and the distribution of lengths is approximately Normal. What fraction of walleye are between 40 and 48 cm in length?
(Suboptimality of a Feasible Flow Satisfying -CS) Let x∗ be an optimal flow vector for the minimum cost flow problem and let x be a feasible flow vector satisfying -CS together with a price vector p.
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