A sample of 40 quarters was taken and it was found that the average weight was 5.522 g with a standard deviation of 0.058 g. Based on this random sample, construct a 95% confidence interval estimate of the population MEAN of all quarters in circulation. (Assume that the population standard deviation is unknown.) Round your final calculation to three decimal places. What is the confidence interval (round each value to the 3rd decimal place): __________ The U.S. Department of Treasury claims that it mints quarters to yield a mean weight of 5.670 g. Is this claim consistent with the confidence interval you just calculated? Explain your conclusion and account for any possible discrepancies. Conclusion: __________
A sample of 40 quarters was taken and it was found that the average weight was 5.522 g with a standard deviation of 0.058 g. Based on this random sample, construct a 95% confidence
What is the confidence interval (round each value to the 3rd decimal place): __________
The U.S. Department of Treasury claims that it mints quarters to yield a mean weight of 5.670 g. Is this claim consistent with the confidence interval you just calculated? Explain your conclusion and account for any possible discrepancies.
Conclusion: __________
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