Introduction to the Chi-Square Test

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  • Опубликовано: 7 июл 2017
  • This video is an introduction to the chi-square test, including a description of how it is used, its elements, and the assumptions data must meet to be analyzed by the test. The assumptions of chi-square, including sample size and independence of observations, are reviewed.

Комментарии • 9

  • @marieltexera9771
    @marieltexera9771 Год назад

    Best profesor ever in every thing!!!!!!!!! Thanks!!!!!!!!!!!

  • @joe1579
    @joe1579 7 лет назад +2

    Interesting video. I liked the examples on the elements for a chi-square being either, a test of independence or of goodness of fit.

  • @sarahjones5667
    @sarahjones5667 7 лет назад

    This video helped me clarifying exactly what to include in the analysis part of my proposal. Thank you for making this video easy to understand and follow.

  • @chichidaniels2677
    @chichidaniels2677 5 лет назад

    Doc you can't imagine how helpful this is

  • @dr.edhahalsaeedi2877
    @dr.edhahalsaeedi2877 6 лет назад +1

    Many Thanks Dr. Grande, your videos are awesome

    • @DrGrande
      @DrGrande  6 лет назад

      You're welcome - thanks for watching!

  • @panagiotisgoulas8539
    @panagiotisgoulas8539 5 лет назад

    Thanks a lot!

  • @cixlo
    @cixlo 4 года назад

    Thanks Doc,

  • @lelksldfsjwjdo
    @lelksldfsjwjdo 6 лет назад

    Dr. Grande, I gave you a thumbs-up, but a point of clarification is needed.
    In your other video at ruclips.net/video/BPoHy4wGBMk/видео.html you are demonstrating "goodness of fit" chi-square but calculating expected values as you do here in a "test of independence."
    Is a calculation of expected values to be done in both types of tests? (Here, of course, it seems simple logical that we expect an equal number of heads and tails, so we don't need to go through the exercise of computing expected values.) I would guess your answer is "yes" because the function CHISQ.TEST requires both actual and expected.
    Thanks for your answer and thanks for (usually) making is simple.