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Which is a correct interpretation of the 95% confidence interval, 580 < μ < 594, found for the following: A random sample of 94 light bulbs had a mean life of x = 587 hours with a standard deviation of = 36 hours.
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Confidence interval = 587+- s/sqrt(n) s= 36 n = 94
correction** Confidence interval = 587+-2( s/sqrt(n)) 95% encompasses 2 deviations from mean in normal distribution
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