For question F. Someone else got the answer 11.7 when adding the square roots. I got 16.4 when adding. Who is right?

* H1: The number of students that vote hunting is wrong is not equal to the number of students that vote eating meat is wrong d. State the null and alternative hypotheses for the population proportion using the mathematical notation. (Points: 5) . HO: Phunting = Pmem . H1: Phunting # Pmeat e. Use the insert equation button from Microsoft Word to type the formula(s) for calculating the test statistic. Click on the Insert tab, then click on the Equation button, then use the Structures buttons and the Symbols buttons from the Equation Tools Design tab to type your formula. (Points: 10) . z= [Fu - Fu| - 1/VF12 + VF21 f. Use the insert equation button from Microsoft Word to type the procedure for calculating the test statistic for the appropriate hypothesis. Make sure you carry at least four decimals in all your calculations. (Points: 20) . z= |53-85) - 1 /53 + 185 z=31/ Z = 31/ Z= g. What is your final answer for the test statistic for the appropriate hypothesis? Need to carry at least four decimals in all your calculations to get the correct final answer. (Points: 10) h. What is (are) the critical value(s) for this hypothesis test? Use a = 0.10 significance level. (Points: 10) Do you reject or fail to reject Ho? Make sure you explain why. (Points: 10) j- State the correct conclusion ("There is sufficient evidence at the a = 0.10 significance level to support..." or "There is NOT sufficient evidence at the a = 0.10 significance level to support..."). Make sure you state the conclusion in terms of Hi. (Points: 10) Page 2 of 2MODULE 8 - Hypothesis Tests for Two Population Proportions - Lab AEC 505 - Statistical Methods in Agriculture Instructor: Dr. Jose Lopez Make sure you submit all your answers to this lab in one Word document. 1) In a survey, students were selected at random from a certain college and were asked two questions. The first question was "Do you believe it is wrong to hunt ?" The second question was "Do you believe it is wrong to eat meat?" The results are shown in the table. Success for the first question is identifying someone who feels that it is wrong to hunt and for the second question is identifying someone who feels that it is wrong to eat meat Hunt Wrong Not Wrong (Success] (Failure) Wrong (Success) 50 53 Eat Meat Not wrong (Failure) 85 259 Is there a significant difference in the proportion of students at this college who feel it is wrong to hunt and the proportion who feel that it is wrong to eat meat? Use a = 0.10 level of significance. a. Are the samples dependent or independent? (Points: 5) . Dependent b. How many students participated in the study? (Points: 5) * 447 students participated c. In this experiment, what is the sample proportion of people who responded it is wrong to hunt? (Points: 5) * Fu + F2 /total 50+ 85/447= 135/447= 03020 d. In this experiment, what is the sample proportion of people who responded it is wrong to eat meat? (Points: 5) . Fu + F2 /total 50 +53/447 = 103/447 = 0.2304 c. State the null and alternative hypotheses for the population proportion in words. (Points: 5) * HO: The number of students that vote hunting is wrong is equal to the number of students that vote eating meat is wrong Page 1 of 2