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A small university is concerned with monitoring its electricity usage in its Student Center. Specifically, its officials want to know if the amount of electricity used differs by day of the week. They collected data for nearly a year, and the relevant summary statistics are provided. Note that electricity usage is measured in kilowatt hours.
 Use the following to answer the questions below:  A small university is concerned with monitoring its electricity usage in its Student Center. Specifically, its officials want to know if the amount of electricity used differs by day of the week. They collected data for nearly a year, and the relevant summary statistics are provided. Note that electricity usage is measured in kilowatt hours. ‪   -Use the F-distribution to find the p-value for the test. Using  \alpha  = 0.05, does the mean electricity usage differ significantly by day of the week? Make a conclusion in context. A)  There is very strong evidence that mean electricity usage differs significantly by day of the week (i.e., some days of the week use more electricity than others) . B)  There is not enough evidence to conclude that mean electricity usage differs significantly by day of the week (i.e., some days of the week use more electricity than others) .
-Use the F-distribution to find the p-value for the test. Using α\alpha = 0.05, does the mean electricity usage differ significantly by day of the week? Make a conclusion in context.


A) There is very strong evidence that mean electricity usage differs significantly by day of the week (i.e., some days of the week use more electricity than others) .
B) There is not enough evidence to conclude that mean electricity usage differs significantly by day of the week (i.e., some days of the week use more electricity than others) .

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