ILAW Manufacturing company produces bulbs that last a mean of 900 hours with a standard deviation of 110 hours. what is the probability that the mean lifetime of a random sample of 15 of these bulbs is less than 850 hours?
"z=\\frac{\\overline{x}-\\mu}{\\sigma\/\\sqrt{n}}=\\frac{850-900}{110\/\\sqrt{15}}=-1.76"
"P(z<-1.76)=0.5-0.4608=0.0392"
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