Question: Let X-bar, Y-bar, S2X, and S2Y be the respective sample means and unbiased estimates of the variances obtained from independent samples of sizes n and
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(c) Argue that the two random variables in (a) and (b) are independent.
(d) With these results, construct a random variable (not depending upon Ï2Y) that has a t distribution and that can be used to construct a confidence interval for μX μY.
-Y) (x HY) is N0.1 (a) Argue that b) Argue that mix, (m- (n 1)S2 isr'(n+m-2). X +-m-2)
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From a b and c we know d Has a tn m 2 ... View full answer
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