a) b) c) d) e) f) g) A survey asked the following question: Do you favor or oppose providing tax-funded vouchers or tax deductions to parents who send their children to private schools? Of the 2010 individuals surveyed, 905 favored the proposal, 60 offered no opinion, and 1045 opposed the proposal, and. Do the data indicate a significant difference in the preferences for the financial support of parents who send their children to private schools? Use a .05 level of significance. State the null and alternative hypotheses? What is your conclusion if null hypothesis cannot be rejected? What is your conclusion if null hypothesis can be rejected? Which probability distribution would you use and what are its parameter values? What is the test statistic and its value? Calculate its corresponding p-value? State the rejection criteria for the Hypothesis test. Conduct p-value based Hypothesis test. What is the decision on the hypothesis test? h) What is your recommendation on \"Tax-funded Vouchers or Tax Deductions\" based on the survey study results? Why would you recommend in such a manner? 1