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    Linear regression analysis hypothesis formulation

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    Formulate a hypothesis statement regarding your research issue.
    Perform a regression hypothesis test on the data.

    Assume the number of games won is the dependent variable and attendance the independent variable. Can we conclude that the correlation between these two variables is greater than 0? Use the .05 significance level.

    Be sure to include your raw data tables and the results of your computations using both graphical and tabular methods of displaying data and results.
    X1 X7 X8

    Team Wins Attendance
    Boston 95.0 2,847,798
    Yankees 95.0 4,090,440
    Oakland 88.0 2,108,818
    Baltimore 74.0 2,623,904
    Angels 95.0 3,404,636
    Cleveland 93.0 2,014,220
    White Sox 99.0 2,342,804
    Toronto 80.0 2,014,995
    Minnesota 83.0 2,034,243
    T Bay 67.0 1,141,915
    Texas 79.0 2,525,259
    Detroit 71.0 2,024,505
    Seattle 69.0 2,724,859
    Kan City 56.0 1,371,181
    Atlanta 90.0 2,520,904
    Arizona 77.0 2,059,327
    Houston 89.0 2,805,060
    Cincinnati 73.0 1,923,254
    Mets 83.0 2,827,549
    Pittsburgh 67.0 1,817,245
    Dodgers 71.0 3,603,680
    San Diego 82.0 2,869,787
    Wash 81.0 2,730,352
    San Fran 75.0 3,181,020
    St Louis 100.0 3,542,271
    Florida 83.0 1,852,608
    Phil 88.0 2,665,304
    Milwaukee 81.0 2,211,323
    Chic Cubs 79.0 3,100,092
    Colorado 67.0 1,914,385

    © BrainMass Inc. brainmass.com June 3, 2020, 10:34 pm ad1c9bdddf
    https://brainmass.com/statistics/regression-analysis/linear-regression-analysis-238421

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    The solution formulates a hypothesis for a linear regression analysis. The expert preforms a regression hypothesis test on the data provided.

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