The following table gives a football teams season-ticket sales, percentage of games won, and number
Question: The following table gives a football teams season-ticket sales, percentage of games won, and number of active alumni for the years 1996-2005.
Year | Season-Ticket Sales | Percentage of Games Won | Number of Active Alumni |
1996 | 4995 | 40 | NA |
1997 | 8599 | 54 | 3450 |
1998 | 8479 | 55 | 3801 |
1999 | 8419 | 58 | 4000 |
2000 | 10253 | 63 | 4098 |
2001 | 12457 | 75 | 6315 |
2002 | 13285 | 36 | 6860 |
2003 | 14177 | 27 | 8423 |
2004 | 15730 | 63 | 9000 |
2005 | 15805 | 70 | 9500 |
a. Compute a correlation matrix for the variables. A software statistical package is recommended. Interpret the correlation between each pair of variables.
b. Estimate a regression model for sales = Percentage of games won.
c. Estimate a regression model for sales = Number of active alumni.
d. If sales is the dependent variable, which of the two independent variables do you think explains sales better? Explain.
Price: $2.99
Solution: The solution consists of 3 pages
Solution Format: Word Document
Solution Format: Word Document
