A consumer organization collected data on two types of automobile batteries, A and B. Both populations are normally distributed with standard deviations of 1.29 for batteries A and 0.88 for batteries B. The summary statistics for 40 observations of each type yielding average mean of 32.25 hours and 29.81 hours for batteries A and batteries B respectively. Construct 90% confidence interval for difference between means life hours for batteries A and batteries B. 5.

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A consumer organization collected data on two types of automobile batteries, A
and B. Both populations are normally distributed with standard deviations of 1.29
for batteries A and 0.88 for batteries B. The summary statistics for 40 observations
of each type yielding average mean of 32.25 hours and 29.81 hours for batteries A
and batteries B respectively. Construct 90% confidence interval for difference
between means life hours for batteries A and batteries B.
5.
Transcribed Image Text:A consumer organization collected data on two types of automobile batteries, A and B. Both populations are normally distributed with standard deviations of 1.29 for batteries A and 0.88 for batteries B. The summary statistics for 40 observations of each type yielding average mean of 32.25 hours and 29.81 hours for batteries A and batteries B respectively. Construct 90% confidence interval for difference between means life hours for batteries A and batteries B. 5.
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