A total of 30 items were put on test and the test was completed, as scheduled, in 14 days. During that time 19 items failed. The lifetimes are assumed to be exponentially-distributed. What is the correct numbe of degrees of freedom to use for the x² statistic if computing a two-sided 90% confidence interval for the true mean lifetime? 2 39

MATLAB: An Introduction with Applications
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A total of 30 items were put on test and the test was
completed, as scheduled, in 14 days. During that time,
19 items failed. The lifetimes are assumed to be
exponentially-distributed. What is the correct number
of degrees of freedom to use for the x² statistic if
computing a two-sided 90% confidence interval for
the true mean lifetime?
2
39
Transcribed Image Text:A total of 30 items were put on test and the test was completed, as scheduled, in 14 days. During that time, 19 items failed. The lifetimes are assumed to be exponentially-distributed. What is the correct number of degrees of freedom to use for the x² statistic if computing a two-sided 90% confidence interval for the true mean lifetime? 2 39
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