The following table gives the 2019 total payroll (in millions of dollars) and the percentage of games won during the 2019 season by each of the American League baseball teams. Total Payroll Percentage of Team (millions of dollars) Games Won Baltimore Orioles 67 33.3 Boston Red Sox 213 51.9 Chicago White Sox 97 44.7 Cleveland Indians 107 57.4 Detroit Tigers 96 29.2 Houson Astros 177 66.0 Kansas City Royals 83 36.4 Los Angeles Angels 167 44.4 Minnesota Twins 114 62.3 New York Yankees 206 63.6 Oakland Athletics 97 59.9 Seattle Mariners 136 42.0 Tampa Bay Rays 69 59.3 Texas Rangers 102 48.1 Toronto Blue Jays 67 41.4 Source: www.cbssports.com Compute the linear correlation coefficient, p. Round your answer to three decimal places. P = i Does it make sense to test a hypothesis about p using these data? Explain.

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The following table gives the 2019 total payroll (in millions of dollars) and the percentage of games won during the 2019 season by
each of the American League baseball teams.
Total Payroll
Percentage of
Team
(millions of dollars)
Games Won
Baltimore Orioles
67
33.3
Boston Red Sox
213
51.9
Chicago White Sox
97
44.7
Cleveland Indians
107
57.4
Detroit Tigers
96
29.2
Houson Astros
177
66.0
Kansas City Royals
83
36.4
Los Angeles Angels
167
44.4
Minnesota Twins
114
62.3
New York Yankees
206
63.6
Oakland Athletics
97
59.9
Seattle Mariners
136
42.0
Tampa Bay Rays
69
59.3
Texas Rangers
102
48.1
Toronto Blue Jays
67
41.4
Source: www.cbssports.com
Compute the linear correlation coefficient, p.
Round your answer to three decimal places.
P =
i
Does it make sense to test a hypothesis about p using these data? Explain.
Transcribed Image Text:The following table gives the 2019 total payroll (in millions of dollars) and the percentage of games won during the 2019 season by each of the American League baseball teams. Total Payroll Percentage of Team (millions of dollars) Games Won Baltimore Orioles 67 33.3 Boston Red Sox 213 51.9 Chicago White Sox 97 44.7 Cleveland Indians 107 57.4 Detroit Tigers 96 29.2 Houson Astros 177 66.0 Kansas City Royals 83 36.4 Los Angeles Angels 167 44.4 Minnesota Twins 114 62.3 New York Yankees 206 63.6 Oakland Athletics 97 59.9 Seattle Mariners 136 42.0 Tampa Bay Rays 69 59.3 Texas Rangers 102 48.1 Toronto Blue Jays 67 41.4 Source: www.cbssports.com Compute the linear correlation coefficient, p. Round your answer to three decimal places. P = i Does it make sense to test a hypothesis about p using these data? Explain.
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