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A cell phone service provider has selected a random sample of 20 of its customers in an effort to estimate the mean number of minutes used per day. The results of the sample included a sample mean of 34.5 minutes and a sample standard deviation equal to 11.5 minutes. Based on this information, and using a 95 percent confidence level:
The critical value is t = 2.093
The critical value is z = 1.645
The critical value is z = 1.96
The critical value can't be determined without knowing the margin of error.
you are a new procurement manager with the largest supplier of home goods in the northeast. the owner of the
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Thus, the forecast for the second semester would be 120, for the third semester it would be 126, and for the last semester it would be 110. What would the MSE be for this situation?
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