Let (Y_{1}, ldots, Y_{n}) be i.i.d. draws from a distribution with mean (mu). A test of (H_{0}:

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Let \(Y_{1}, \ldots, Y_{n}\) be i.i.d. draws from a distribution with mean \(\mu\). A test of \(H_{0}: \mu=5\) vs. \(H_{1}: \mu eq 5\) using the usual \(t\)-statistic yields a \(p\)-value of 0.03.

a. Does the \(95 \%\) confidence interval contain \(\mu=5\) ? Explain.

b. Can you determine if \(\mu=6\) is contained in the \(95 \%\) confidence interval? Explain.

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Introduction To Econometrics

ISBN: 9780134461991

4th Edition

Authors: James Stock, Mark Watson

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