A professor has a class with five recitation sections. Each section has 18 students. The question is whether or not the average test score is significantly different for any of the sections. Group-1...


A professor has a class with five recitation sections. Each section has 18 students. The question is whether or not the average test score is significantly different for any of the sections.












































































































































Group-1Group-2Group-3Group-4Group-5
83.784.356.667.560.7
80.877.18371.980.2
91.372.477.470.557.3
80.174.479.27968.7
93.371.97381.870
78.173.774.562.864.5
76.569.781.475.163.1
68.27275.283.765.5
62.87179.385.467.6
76.573.174.581.567.1
79.267.974.986.772.2
62.178.784.863.480.8
86.797.266.879.368.2
7974.666.475.967.7
79.182.369.370.368.2
71.162.253.371.158
61.868.982.760.273
70.783.261.964.649.5

Conduct a test to determine if the group means are equal using α=0.02α=0.02.


Summary statistics:

F-ratio (F-test statistics) =

     p-value =


    (report accurate to at least 4 decimal places)



What is the measure of effect size ω2ω2 ? This is on the Excel sheet and is also a measure of the percentage of variation explained by the variable being tested, similar to η2η2 and for correlation, r2r2 .

    (report accurate to at least 3 decimal places)



Conclusion:




  • The sample data suggest that some sections have significantly different average exam scores.

  • There is not sufficient data to suggest that some sections have significantly different average exam scpres.

  • The sample data suggest that some sections show a significant correlation to other sections

  • There is not sufficient data to suggest that some sections show a significant correlation to other sections.

  • The sample data suggest that some sections are dependent on other sections

  • There is not sufficient data to suggest that some sections are dependent on other sections.


Jun 04, 2022
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