STAT 2507 Study Guide - Midterm Guide: Probability Distribution, Hypergeometric Distribution, Variance

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24 Oct 2018
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Solutions to midterm test (version 2: answer: (d). The sample variance is the sum of non-negative terms. Therefore, if the sample variance is zero, then all the terms are zero. Whence x1 (cid:0) (cid:22)x = x2 (cid:0) (cid:22)x = : : : = x5 (cid:0) (cid:22)x; which immediately implies x1 = x2 = : : : = x5: answer: (b). P(4\(cid:12)ves" in 4 throwings) = (1=6)4 = 0:00077; = p(5 \(cid:12)ves" in 6 throwings) + p(6 \(cid:12)ves" in 6 throwings) P(3 \(cid:12)ves" followed by no \(cid:12)ves" in 9 throwings) = (1=6)3(5=6)9 = 0:000897: answer: (c). Range and median will not change, hence the answer: answer: (b). By the property of a discrete probability distribution with pmf p(x), one always has x p(x) = 1: answer: (d). In (a){(c), the z-scores do not exceed 2, whereas in (d) the z-score is 4: answer: (b).

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