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University of California, Davis - Statistics

University of California, Davis - Statistics

University of California, Davis - Statistics

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STA 103 MIDTERM I I page 22. The annual report is one <strong>of</strong> the most important documents produced by publicly ownedcompanies and is a document that incurs considerable expense in its production. However, moststockholders read the report only curiously, if at all. Suppose that 40% <strong>of</strong> stockholders read theircompany’s annual report and n = 10 stockholders <strong>of</strong> a publicly owned company randomlyselected from the firms registry <strong>of</strong> stockholders. Let X be the number <strong>of</strong> stockholders in thesample who read the annual report.(5)(a) Is X a discrete or continuous random variable? Write the probability function <strong>of</strong> X.(b) Find P[ X = 4 ]. Please write down the formula you use for calculating this probability.(10)(c) Find P[ X > 2 ].(12)(8)(d) Compute mean, variance and standard deviation <strong>of</strong> X.

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