One-Way ANCOVA (Analysis of Covariance) in SPSS

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  • čas přidán 28. 08. 2024
  • Learn How to Perform a One-Way ANCOVA Test in SPSS!
    Are you looking to understand how to conduct a one-way ANCOVA test in SPSS? ANCOVA, or Analysis of Covariance, is a powerful statistical technique that allows you to compare one dependent variable across multiple groups while controlling for one or more covariates.
    In our latest video, we'll walk you through:
    What is a One-Way ANCOVA?
    Understanding the Assumptions
    How to Set Up Your Data
    Interpreting the Results
    Whether you're a student, researcher, or data enthusiast, this tutorial will provide you with the insights you need to master ANCOVA in SPSS.
    Don't miss out! Subscribe and click the notification bell 🔔 to stay updated on our latest tutorials and tips.
    You can also check out other related videos on One-Way ANOVA • One-Way ANOVA in SPSS ... and Two-Way ANOVA • Two-Way ANOVA in SPSS ...
    • One-Way ANOVA in SPSS
    #SPSS #ANCOVA #DataAnalysis #ResearchMethods #StatisticsTutorial #AcademicResearch

Komentáře • 7

  • @awunijohn6681
    @awunijohn6681 Před 28 dny

    Please, always post the slide and data files for us to practice

    • @Dr.Okolie
      @Dr.Okolie  Před 27 dny

      The essence of the video is for you to use your own data and follow the exercise not to share data. Thank you

  • @JamilAhmedButt
    @JamilAhmedButt Před 21 dnem

    Sir, please elaborate what is the purpose of Adjusted R Square. Pause your video on 16:01 where R square =.331and Adjusted R Square .308 ..please explain

    • @Dr.Okolie
      @Dr.Okolie  Před 20 dny

      RSquare and adjusted RSquare are metrics used to assess how well the independent variable (often referred to as the factor in ANOVA) explains the variability observed in the dependent variable (usually the outcome or response variable). In the case of the video, RSquare =0.331 means that approximately 33.1% of the variance in the dependent variable is explained by the independent variable (factor) considered in your one-way ANOVA. Secondly, Adjusted RSquare = 0.308 indicates the adjusted proportion of variance explained by the independent variable, which is slightly lower than the unadjusted RSquare due to the adjustment for the model's complexity and sample size.
      Hope these explanations help.

    • @jameelbhat6200
      @jameelbhat6200 Před 20 dny +1

      ​​@@Dr.Okoliethank you too much and send your E_mail I'd please..

    • @Dr.Okolie
      @Dr.Okolie  Před 20 dny +1

      @@jameelbhat6200 nonyeck@gmail.com

    • @JamilAhmedButt
      @JamilAhmedButt Před 14 dny

      @@Dr.Okolie How do we measure Adjusted R square with the help of formula