Question: (2 points each blank) This is to test whether there is a correlation for attitudes between married couples. (Low scores indicate that the person has

 (2 points each blank) This is to test whether there is

(2 points each blank) This is to test whether there is a correlation for attitudes between married couples. (Low scores indicate that the person has liberal attitudes.) Compute the Pearson correlation at a = .05 with two tails. Note: You need to calculate the X*Y values separately (for no points). The first, 154, was done for you already. Here are the data: Couple Wife (X) Husband (Y) X*Y A 11 14 154 B 6 7 C 16 15 D 4 7 E 1 F 10 G H EX = 56 EX2 = 563 SSX = 171 EY = 72 EY2 = 754 SSY = 106 EXY = 626 SP = 122 robt = 0.9062 crit = 0.707 Decision re Ho ("Reject" or "Fail to reject") = Did the husband's attitude cause a change in the wife's attitude ("Yes"or "No") = Save Answ QUESTION 45 75 points (3 points each blank) This is a study that examines the effect of an audience on the performance of two different personality participant made. Analyze the data with a = .05. Note: Different data than in the book! Use at least two decimals precision rately (for no points). Fill out the ANOVA summary table. Here are the data

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