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A company that manufactures fluorescent light bulbs claims that the bulbs will operate for 10,000 hours. However engineers, familiar with the production process, used to believe that, on average, the company's light bulbs last for less than 10,000 hours. To test this hypothesis, 50 light bulbs were randomly selected and their lifespans were recorded. The data resulted in a sample mean of 9875 hours. You are interested in whether there is sufficient evidence to conclude that the true mean lifespan of the company's light bulbs is less than 10,000 hours.
If the p-value for the test were 0.119, what would be the test statistic for the test?
a) -1.960
b) -1.180
c) -2.240
d) Not enough information to answer the question.
e) None of the above are correct.
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Construct a 99% confidence interval for the average length of usage time to recharge.
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