Describe situations where the confidence interval for the mean might be too long or too short. Contrast this with confidence intervals for the 20% trimmed mean and µ m . Compute a .95 confidence...


Describe situations where the confidence interval for the mean might be too long or too short. Contrast this with confidence intervals for the 20% trimmed mean and µm.


Compute a .95 confidence interval for the mean, 10% mean, and 20% mean using the lifetime data listed in the example of Section 4.6.2. Use both Eq. (4.3) and the bootstrap-t method.



May 22, 2022
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