The average number of lunches served daily at a school cafeteria last year was 300. The menu has been changed this year to healthier foods. The administration wants to test, at the 5 percent level of significance, the hypothesis that the mean number of lunches sold daily this year is more than 300. A sample of 5 days yielded the following number of lunches sold: 312 294 301 295 306  Write down the null and alternative hypotheses. Give the rejection region. Calculate the observed test statistic. Give the decision and the final conclusion. What is the corresponding p-value?

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The average number of lunches served daily at a school cafeteria last year was 300.
The menu has been changed this year to healthier foods. The administration wants to
test, at the 5 percent level of significance, the hypothesis that the mean number of lunches
sold daily this year is more than 300. A sample of 5 days yielded the following number of
lunches sold:
312 294 301 295 306
 Write down the null and alternative hypotheses. Give the rejection region. Calculate the observed test statistic. Give the decision and the final conclusion. What is the corresponding p-value?

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