Use the contingency table in to determine if there is evidence of a significant

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Use the contingency table in to determine if there is evidence of a significant difference between proportions of males and females who enjoy shopping for clothing at the 0.01 level of significance. Determine the p-value in (a) and interpret its meaning.

The "data" file contains the average score of NFL players and the graduation rates for football players at selected schools. Compute the covariance and the coefficient of correlation. What conclusions can you reach about the relation between average Wonderlic score and graduation rate?

 

 

 

 

 

Contingency Table for Activity 2.3

Contingency Table for “Do you enjoy shopping for clothing?”    
        
 MalesFemalesTotal    
Yes136224360    
No10436140    
Total240260500    
        

 

Data sheet

 

SchoolWonderlicGraduation%
Stanford28.885
Purdue25.363
California25.248
UCLA24.055
Oregon23.568
Wisconsin23.256
Iowa23.058
Oregon State22.844
Nebraska22.663
Notre Dame22.577
Boston College22.078
Colorado21.843
Michigan21.757
Virginia21.575
Texas A & M21.050
Florida20.842
Ohio State20.852
Penn State20.774
Virginia Tech20.758
Southern California20.358
West Virginia20.346
Arizona State20.244
Kansas State19.861
Georgia19.853
Texas 19.734
North Carolina State19.642
Florida State19.449
Oklahoma19.040
North Carolina18.953
Arkansas18.635
Auburn18.548
LSU18.542
Clemson18.351
Alabama18.249
South Carolina17.954
Tennessee17.738
Michigan State16.641
Miami (Florida)16.357
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