Show how a 100s1 2 ad% t CI for ai 2 ai9 can beobtained. Then compute a 95% interval for
Chapter 11, Problem 25(choose chapter or problem)
Show how a \(100(1-\alpha) \% \quad t\) CI for \(\alpha_i-\alpha_{i^{\prime}}\) can be obtained. Then compute a 95 % interval for \(\alpha_2-\alpha_3\) using the data from Exercise 19. [Hint: With \(\theta=\alpha_2-\alpha_3\), the result of Exercise 24(a) indicates how to obtain \(\hat{\theta}\). Then compute \(V(\hat{\theta})\) and \(\sigma_{\hat{\theta}}\), and obtain an estimate of \(\sigma_{\hat{\theta}}\) by using \(\sqrt{\mathrm{MSE}}\) to estimate \(\sigma\) (which identifies the appropriate number of df).]
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