(ANSWER) Create a 2- to 3-page matrix in which you explain the applications and limitations of the following 5 statistical tests: 

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Create a 2- to 3-page matrix in which you explain the applications and limitations of the following 5 statistical tests:

  • t test
  • chi-square
  • ANOVA
  • Cronbach’s alpha
  • Wilcoxon rank-sum
Audience for Deliverable 

The matrix will be used as a reference by criminal justice professionals responsible for reviewing research studies and statistical data.

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Create a 2- to 3-page matrix in which you explain the applications and limitations of the following 5 statistical tests:

  • t test
  • chi-square
  • ANOVA
  • Cronbach’s alpha
  • Wilcoxon rank-sum
Audience for Deliverable 

The matrix will be used as a reference by criminal justice professionals responsible for reviewing research studies and statistical data.

For each test in the matrix, you should:

  • Define the statistical test in your own words.
  • Explain the purpose of the statistical test. Why might a researcher select this test over another one? How will the test produce valid and reliable results?
  • Explain 1-2 limitations associated with the test.
  • Provide an example of a research question that can be answered by using the test.Create a 2- to 3-page matrix in
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which you explain the applications and limitations of the following 5 statistical tests:
  • t test
  • chi-square
  • ANOVA
  • Cronbach’s alpha
  • Wilcoxon rank-sum
  • Audience for Deliverable 

    The matrix will be used as a reference by criminal justice professionals responsible for reviewing research studies and statistical data.

    For each test in the matrix, you should:

    • Define the statistical test in your own words.
    • Explain the purpose of the statistical test. Why might a researcher select this test over another one? How will the test produce valid and reliable results?
    • Explain 1-2 limitations associated with the test.
    • Provide an example of a research question that can be answered by using the test.

    Related: Imagine that you are a consultant employed with ABC Corporation.

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