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(Solved): The International League of Triple-A minor league baseball consists of 14 teams organized into thre ...



F22
x ? fx
A
B
?
D
E
F
G
L
PCT
0.462
W
66
63
69
77
78
73
70
76
0.447
0.486
0.514
1
Team Name
2 Buffalo Bisons
3 Charlotte Kni

The International League of Triple-A minor league baseball consists of 14 teams organized into three divisions: North, South, and West.  The attached data show the average attendance for the 14 teams in the International league; also the teams' records: W denotes the number of games won, L denotes the number of games lost, and PCT is the proportion of games played by each team that were won.

If there is difference in mean attendance across the divisions at the 0.05 level, between which divisions is it concluded that  the following are true?  Select all that apply.  Use the 0.05 level of significance.

 A. there is no significance between North and South    
 B. there is a significant difference between North and South
 

 C. There is no significant difference between North and West    
 D. There is a significant difference between North and West    
 E. There is a significant difference between South and West    
 F. There is no significant difference between South and West

F22 x ? fx A B ? D E F G L PCT 0.462 W 66 63 69 77 78 73 70 76 0.447 0.486 0.514 1 Team Name 2 Buffalo Bisons 3 Charlotte Knights 4 Columbus Clippers 5 Durham Bulls 6 Indianapolis Indians 7 Lehigh Valley IronPigs 8 Louisville Bats 9 Norfolk Tides 10 Pawtucket Red Sox 11 Richmond Braves 12 Rochester Red Wings 13 Scranton-Wilkes Barre Yankees 14 Syracuse Chiefs 15 Toledo Mud Hens 16 17 18 Division North South West South West North West South North South North North North West 74 68 55 88 64 85 63 89 56 78 58 78 70 56 73 69 0.472 0.382 0.611 0.451 0.594 0.447 0.514 0.611 0.486 0.521 Attendance 8812 4526 7795 6995 8538 8479 9152 6286 9097 4455 6913 7147 5765 8234 74 88 69 75


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excel input data for one way anova : Gp1 Gp2 Gp3 8812 4526 7795 8479 6995 8538 9097 6286 9152 6913 4455 8234 7147 5765 Excel : Data->Data Analysis->ANOVA:Single Factor -> Select the range where data
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