After receiving the results of the study, the state legislature decides to do a vote by mail only election and issues a press release stating that 79% registered voters said they would support a vote by mail only election. A local advocacy group is concerned about voter fraud or suppression and disagrees with the conclusion of the state legislature. It claims that the support from voters is not equal to 79% Conduct a hypothesis test at a 90% condence level (a = 0.1) to test the claim made by the local advocacy group. You may use an app to do the test, if you wish. Include all work and screenshots of any app used. Use the results of your hypothesis test to answer the following questions. a. What are your null and alternative hypotheses? Be sure to use appropriate notation and justify your choice of the alternative hypothesis from the context of the problem. ,7 F b What' Is the p value of your test? c. What' Is the conclusion of your hypothesis test? Include statistical justication for your conclusion. - d. Does the hypothesis test support'the claim of the local advocacy group? Why or why not? Part C Compare the results from the condence interval and the hypothesis test k;- Are your results from your condence interval and hypothesis test consistent? in other words, do both types of inference tests support the same conclusion? Explain why or why not. .I