Help with the following question that has a few parts! Thank you!

Researchers that you work with were interested in the effect of a drug on the resting heart rate of individuals. They recruited 12 individuals to take part in their study. They decided to take the resting heart rate before the drug was taken. The subjects then took the drug, and the resting heart rate was recorded again. Here are the different resting heart rates for subjects before and after the drug was ta ken: Before After 88 94 78 83 87 86 91 95 67 74 68 71 81 89 75 65 68 77 68 66 84 95 88 76 They want to conduct a test to see if the drug ended up raising the resting heart rate of individuals. However, they do not want to make any assumptions about the distributions underlying the data or the differences in the measurements. \fWhat test would be most appropriate to conduct in this scenario? O A paired t-test A two sample t-test O A Wilcoxon Signed Rank Test A Wilcoxon Sum Rank TestWhich of the following is the correct null hypothesis? C. H0 : p. = 0 O HO : Heart rate has the same distribution for both before and after the drug was taken. O HO : Heart rate's distribution after the drug is taken is systematically higher than before the drug was Which of the following is the correct alternative hypothesis? O Ha : Heart rate's distribution after the drug is taken is systematically higher than before the drug was taken. O Ha : 4+0 O Ha : 1 7 0 O Ho : Heart rate has the same distribution for both before and after the drug was taken.\fFind the p-value of your test. Round your answer to two decimal places. \fSuppose that, in reality, the heart rate distributions both followed roughly the same distribution. Based on your conclusion: O A Type I Error was committed O A Type II Error was committed A Type III Error was committed The correct decision was made