The following data about beer consumption comes from the Brewer’s Almanac. The data about teacher’s salaries ...

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The following data about beer consumption comes from the Brewer’s Almanac. The data about teacher’s salaries is from the National Education Association.

  

State


Average   Beer Consumption in 2010 (measured in gallons)


Average   Teacher Salary in 2010 (measured in $)

 

ALABAMA


21.9


40347

 

ALASKA


19.8


53553

 

ARIZONA


22.0


44672

 

ARKANSAS


19.1


42786

 

CALIFORNIA


18.4


59825

 

COLORADO


22.0


44439

 

CONNECTICUT


16.2


59304

 

DELAWARE


25.4


54264

 

FLORIDA


21.0


43302

 

GEORGIA


18.4


48300

 

HAWAII


22.4


49292

 

IDAHO


20.1


41150

 

ILLINOIS


21.4


58686

 

INDIANA


19.1


47255

 

IOWA


25.4


41083

 

KANSAS


20.5


41467

 

KENTUCKY


17.9


42592

 

LOUISIANA


24.7


40029

 

MAINE


24.2


40737

 

MARYLAND


17.4


54333

 

MASSACHUSETTS


19.5


56369

 

MICHIGAN


19.8


54739

 

MINNESOTA


20.6


48489

 

MISSISSIPPI


24.2


40576

 

MISSOURI


23.1


40462

 

MONTANA


30.5


39832

 

NEBRASKA


25.2


40382

 

NEVADA


26.8


44426

 

NEW   HAMPSHIRE


32.7


45263

 

NEW   JERSEY


16.8


58156

 

NEW   MEXICO


23.7


41637

 

NEW   YORK


16.5


57354

 

NORTH   CAROLINA


19.9


43922

 

NORTH   DAKOTA


29.8


37764

 

OHIO


22.5


50314

 

OKLAHOMA


20.4


38772

 

OREGON


22.7


50044

 

PENNSYLVANIA


21.7


54027

 

RHODE   ISLAND


20.0


54730

 

SOUTH   CAROLINA


24.2


43011

 

SOUTH   DAKOTA


27.5


34709

 

TENNESSEE


19.0


42537

 

TEXAS


23.9


41744

 

UTAH


12.4


40007

 

VERMONT


26.2


46622

 

VIRGINIA


20.1


43823

 

WASHINGTON


19.1


46326

 

WEST   VIRGINIA


23.0


38284

 

WISCONSIN


26.3


46390

 

WYOMING


24.4


43255

Use STATDISK to determine if there is there linear correlation between the per capita beer consumption and average teacher’s salary at a 99.5% confidence level.

Is there a linear correlation? Yes there is a linear correlation.

Explain your answer and indicate your r-value and critical r-value in your explanation. 

Since larger quantities of beer consumption are related t o smaller teacher salaries, use these results to explain the statement “Correlation does not imply causality.”

    • 8 years ago
    (a) Sample size, n: 50 Degrees of freedom: 48 ...
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