I need help with these stats questions:

Section 3 Questions 9,10, 11 and 12 are based on the following set-up. Question 8 provides the random input values for digits indicated as A,B,C ,D, E and F in what follows. Two types of PET bottles are compared with respect to their bursting strengths under pressure. A Mann- Whitney test will be conducted to test whether the distributions of the bursting strength of the two types of bottles differ Bursting strengths (measured in pounds per square inch) are obtained for randomly selected 5 bottles from each design. The data are given below: Old design New design Bursting Rank Bursting strength Rank strength(pounds per (pounds per square square inch) inch) & 2 1 1 2 1 1 190 219 Question 8 (0.01 points) ~/ Saved The following list of numbers provides the random inputs required for questions in this section. Select the option with the answer 1 to continue. Question 9 (2 points) What is the rank of the rst bottle from the old design ? [ ] Question 10 (2 points) What is the rank sum of the sample from the old design? :] Question 11 (2 points) What is the p-value of the Mann Whitney test? :] Question 12 (2 points) At which significance level, can we conclude that the distributions of the bursting strength of the two designs are different? Select all that applies. ( a) 0.02 (b) 0.05 O c) 0.10 O d) 0.20 Oe) None of the above