Question: In 2018 families in the city of Tomah, Wisconsin, voted down a proposal that would have established a millage to pay for updates to the middle school and high school. The millage failed, with only \(30 \%\) of all votes cast being cast in favor of the millage. The district's administration is considering putting the measure on the next ballot, but only if they have evidence that the current level of support is higher than it was last year. They have taken a poll of families in the district and intend to use the collected results to test whether support has increased.

1. (3 points) What null and alternative hypotheses are they going to test?
2. ( 3 points) The test was done with \(\alpha=0.05\). The output from Minitab is shown below.
   
   What decision should be made about the null hypothesis?
3. Based on your answer to Part b, what can the administration conclude about the current level of support for the millage"?

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