DATA SET 4 Must use alpha = 0.04, for the analysis of variation you must use the variable OWL. Use the variable 'Ranking' to create the groups. For the regression you must use FOX as the dependent variable and DOG as the independent variable. All of the comparison of means basically use the same hypothesis. Which of the following A B C D E G H 1 Element Gender OWL FOX LION DOG MAN looking ranking 2 EE_9811 3.98 2.17 4.52 1.9 1.72 3 EE_9276 3.11 1.91 1.74 4 EE_8973 3.01 3.44 1.72 3.01 NN 5 EE_8600 3.48 4.66 3.59 4.35 3.97 SEE_8332 4.23 3.22 5.07 4.39 3.98 IN N N BN 7 EE_6863 1.78 1.8 ww 8 EE_6523 2.67 5.02 9 EE_5974 3.22 4.15 2.28 3.58 2.77 10 EE_28797 4.72 3.4 2.29 2.87 IN 11 EE_27772 4.22 3.43 3.59 4.34 1.58 12 EE_26663 4.56 3.2 5.07 2.9 4.09 IN W N 13 EE_26660 3.3 3.74 3.82 14 EE_26573 2.27 2.78 5.02 3.67 3.71 15 EE_26485 4.36 2.28 IN 16 EE_25980 1.8 3.82 3.23 2.08 17 EE_25015 3.44 2.66 1.86 2.09 NEWW 18 EE_24440 4.11 4.27 2.44 4.01 19 EE_22072 4.97 3.09 4.85 3.07 20 EE_20578 4.17 3.85 4.01 21 EE_19893 3.58 3.59 5.02 3.21 3.03 22 EE_19695 4.83 4.47 3.82 4.55 4.24 N N NG 23 EE_19567 5.33 3.67 4.88 W NN 24 EE_19153 2.16 1.33 3.89 2.57 2.32 25 EE_18140 4.03 5.36 4.98 4.68 2.74 26 EE_16569 3.82 4.93 2.31 2.15 27 EE_16024 5.07 3.85 1.89 1.95 28 EE_16022 4.71 1.43 29 EE_15618 2.95 3.61 4.46 5.08 3.21 30 EE_14712 2.96 3.61 3.89 3.67 2.93 31 EE_13310 NNN 2.31 4.98 1.23 2.81 32 EE_13295 3.82 3.8 3.08 2.8 33 EE_12863 NEWNNNN 2 2.45 4.45 4.98 3.16 2.86 HNKWAN 34 EE_12464 3.32 3.81 1.43 3.84 4.15 35 EE_11954 4.47 1.03 4.46 36 EE_10761 3.96 3.86 4.48 2.73 3.71 37is the correct hypothesis for these tests? Question 2 options: Ho: #1 = H2 Ha: H1 H2 . Ho: X 1 - X 2 S U . Ha: X1 - X2 # H . Ha: H1 - H2 * Do Ho: P1 - H2 = Do Question 3 (1 point) Divide the data set based on the factor GENDER. What are the means for the two gender groups on the OWL variable? Question 3 options: . Gender 1 = 3.64, Gender 2 = 4.48 . Gender 1 = 3.0, Gender 2 = 4.61 . Gender 1 = 4.5, Gender 2 = 3.02 . Gender 1 = 3.06, Gender 2 = 4.55 . Gender 1 = 4.8, Gender 2 = 3.43 Gender 1 = 3.17, Gender 2 = 4.83 . Cannot be calculatedQuestion 4 (1 point) What is the observed value of the test statistic for the variable OWL? Question 4 options: Z =-2.21 t = 4.99 t =-7.05 t = -6.31 F = 5.43 . t= - 3.08 . Cannot be calculated t=-7.69 . t = 6.16 Question 5 (1 point) Do you reject the null hypothesis that the means for the variable OWL for the two groups created using the Gender variable come from the same population? Question 5 options: . Yes . No . Not Applicable - Cannot be calculatedQuestion 6 (1 point) What are the means for the two gender groups on the DOG variable? Question 6 options: Cannot be calculated Gender 1 = 2.57 . . Gender 2 = 3.57 Gender 1 = 3.20 . Gender 2 = 3.61 Gender 1 = 2.27 . . Gender 2 = 2.50 Gender 1 = 4.14 . Gender 2 = 3.90 Gender 1 = 4.01 . Gender 2 = 4.49 Gender 1 = 3.51 Gender 2 = 2.73Question 7 (1 point) What is the observed value of the test statistic for the variable DOG? Question 7 options: . t=-2.89 F = 5.43 . Cannot be calculated . t= 2.36 . t = 0.43 . t =-1.08 . t =-0.41 . t =-0.70 . z=-2.21Question 8 (1 point) Do you reject the null hypothesis that the means for the variable DOG for the two groups created using the Gender variable come from the same population? Question 8 options: Yes No . Not Applicable - Cannot be calculated.Question 9 (1 point) What are the means for the two gender groups on the SEAL variable? Question 9 options: Gender 1 = 3.17 . Gender 2 =3.34 Gender 1 = 3.24 . . Gender 2 = 3.63 Gender 1 = 2.96 . . Gender 2 = 3.19 . Cannot be calculated Gender 1 = 3.13 . . Gender 2 = 2.80 . Gender 1 = 3.72 . Gender 2 =3.82 Gender 1 =2.85 . Gender 2 =3.28Question 10 (1 point) What is the observed value of the test statistic for the variable SEAL? Question 10 options: . t=-0.27 t =-0.68 t = 0.82 . t=-0.50 Z = -2.21 1 =-0.97 F = 5.43 Cannot be calculated t=-1.18