A new breakfast cereal is test-marketed for 1 month at stores of a large supermarket chain. The results for a sample of 16 stores indicate average sales of $1,200 with a standard deviation of $180. Assuming a normal distribution set up a 95% confidence interval estimate of the true average sales of this new breakfast cereal (see the last page for the solutions). State the meaning of µ first, and then interpret the interval; you may use the TI-84 t interval option. The answer is 95% (1104.1, 1295.9) 1. If the mean sales of the new cereal are at least $1000 per month, the stores will start selling the cereal for a one-year trial. Should the new cereal get its chance in the cereal aisle for a one-year trial? Explain. Answer number 1
A new breakfast cereal is test-marketed for 1 month at stores of a large supermarket chain. The results for a sample of 16 stores indicate average sales of $1,200 with a standard deviation of $180. Assuming a
The answer is 95% (1104.1, 1295.9)
1. If the mean sales of the new cereal are at least $1000 per month, the stores will start selling the cereal for a one-year trial. Should the new cereal get its chance in the cereal aisle for a one-year trial? Explain.
Answer number 1
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