Many factors may affect fans' decision to go to a ball game. Is it possible that fans prefer teams with an older pitching staff? a) Examine a scatterplot of Attend/Game and PitchAge. Check the conditions for regression. b) Do you think there is a linear association between Attendance and Pitcher Age? c) Compute and discuss the regression model. O Click the icon to view the attendance and pitcher age data. Attendance and Pitcher Age Data B. The Outlier Condition is satisfied. c. The Linearity Condition is satisfied. OD. None of the conditions are satisfied. b) Does there appear to be a linear association between Attendan Pitcher Age (years) 26.11 Attendance per Game 23,194 14,551 16,214 28,345 21,166 24,279 16,845 26,122 23,335 37,461 32,563 33,978 40,121 51,091 25.91 25.45 27.74 27.80 27.07 27.29 28.30 28.25 28.79 28.00 28.71 29.38 There appears to be a positive linear association. c) The regression equation is Attendance •Ox(Pitcher (Round to the nearest integer as needed.) Help me solve this View an example Get r 31.46

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Many factors may affect fans' decision to go to a ball game. Is it possible that fans prefer teams with an older pitching staff?
a) Examine a scatterplot of Attend/Game and PitchAge. Check the conditions for regression.
b) Do you think there is a linear association between Attendance and Pitcher Age?
c) Compute and discuss the regression model.
O Click the icon to view the attendance and pitcher age data.
Attendance and Pitcher Age Data
B. The Outlier Condition is satisfied.
Attendance per Game
Pitcher Age (years)
26.11
The Linearity Condition is satisfied.
23,194
14,551
16,214
28,345
21,166
24,279
16,845
26,122
23,335
37,461
32,563
33,978
40,121
51,091
OD. None of the conditions are satisfied.
25.91
b) Does there appear to be a linear association between Attendan
25.45
27.74
27.80
There appears to be a positive linear association.
27.07
27.29
c) The regression equation is Attendance =+Ox(Pitcher A
28.30
28.25
(Round to the nearest integer as needed.)
28.79
28.00
28.71
29.38
31.46
Help me solve this View an example
Get r
Transcribed Image Text:Many factors may affect fans' decision to go to a ball game. Is it possible that fans prefer teams with an older pitching staff? a) Examine a scatterplot of Attend/Game and PitchAge. Check the conditions for regression. b) Do you think there is a linear association between Attendance and Pitcher Age? c) Compute and discuss the regression model. O Click the icon to view the attendance and pitcher age data. Attendance and Pitcher Age Data B. The Outlier Condition is satisfied. Attendance per Game Pitcher Age (years) 26.11 The Linearity Condition is satisfied. 23,194 14,551 16,214 28,345 21,166 24,279 16,845 26,122 23,335 37,461 32,563 33,978 40,121 51,091 OD. None of the conditions are satisfied. 25.91 b) Does there appear to be a linear association between Attendan 25.45 27.74 27.80 There appears to be a positive linear association. 27.07 27.29 c) The regression equation is Attendance =+Ox(Pitcher A 28.30 28.25 (Round to the nearest integer as needed.) 28.79 28.00 28.71 29.38 31.46 Help me solve this View an example Get r
c) The regression equation is Atendance=[
(Round to the nearest integer as needed.)
D-O x(Pitcher Age).
What is the value of the test statistic for the slope?
t=Round to three decimal places as needed)
What is the P-value for the test statistic?
Pvalue = (Round to three decimal places as needed.)
As pitcher age increases by 1 year, the average attendance tends to
by about
fans
(Round to the nearest whole number as needed)
Transcribed Image Text:c) The regression equation is Atendance=[ (Round to the nearest integer as needed.) D-O x(Pitcher Age). What is the value of the test statistic for the slope? t=Round to three decimal places as needed) What is the P-value for the test statistic? Pvalue = (Round to three decimal places as needed.) As pitcher age increases by 1 year, the average attendance tends to by about fans (Round to the nearest whole number as needed)
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