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AGEE 644 Class 7 - Chi-Square (effect size)

Renee Conneway AGEE 644 English 13 cards

Cards in this deck (13)

  1. 1When dealing with nominal data, the most widely used tests of significance is the _______________Chi Square Test
  2. 2The chi square tests compared _____frequencies with _______ frequenciesObserved, expected
  3. 3For chi-square, the null hypothesis is ..HO: The variables _____ and ______ are independent
  4. 4One variable Chi Square Degrees of Freedom is (formula)K-1
    (K= number of categories)
  5. 5What is the formula for chi square?X2=(O-e)2/e
    (O-observed frequency in a cell)
    (e= expected frequency in a cell)
  6. 6The purpose of a two-variable chi square test is to determined whether or not the two variables in the design areIndependent of one another
  7. 7For a two variable chi square (test of independence), the df is (formula)df = (C-1) (r-1)
    (c=number of columns)
    r = number of rows
  8. 8What are three assumptions of chi square?1) Observations must be independent (random and independently selected)
    2) Categories must be mutually exclusive
    3) Observations are measured as frequencies
  9. 9Computing the difference among observations that would be likely to arise by chance alone is called theError Term
  10. 10For a chi square test, the research hypothesis is..H1: The is an association between _____ and ______ .
  11. 11For chi Square, to calculate the expected frequency in a row, e=e= total frequency for row/total sample size x (total frequency for column)
  12. 12There are restrictions concerning sample size for chi square... dont need to know for testBut will for dissertation!
  13. 13To calculate an effect size for Chi square, W=W=Square root of x2/N

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AGEE 644 Flashcards on AGEE 644 Class 7 - Chi-Square (effect size), created by Renee Conneway on 20/04/2018.
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Renee Conneway
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