Erin computes a (95 %) confidence interval for (mu) and obtains (94.6, 98.3). Jamal performs a test
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Erin computes a \(95 \%\) confidence interval for \(\mu\) and obtains (94.6, 98.3). Jamal performs a test of the hypotheses \(H_{0}: \mu=100\) versus \(H_{1}: \mu eq 100\) and obtains a \(P\)-value of 0.12 . Explain why they can't both be right.
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Erin and Jamals results appear to contradict each other heres why Erins 95 confidence interval for t...View the full answer
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