Should a researcher ever use chi-square to examine the relationship between two variables that are interval level and normally distributed?
A) Yes, since chi-square can be computed with any level of data.
B) Yes, since it can produce a significant saving in data analysis time.
C) Yes, since it is more powerful than tests designed for use with higher levels of level.
D) No, because it wastes the available precision of measurement, and can result in a Type II error.
Correct Answer:
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Q5: If the requirements for use of chi-square
Q6: A dummy table uses asterisks to indicate
Q7: Chi-square determines if there is support for
Q8: Chi-square is a test for between variables.
A)
Q9: How many degrees of freedom are there
Q10: When conducting chi-square analysis, it is possible
Q11: When the effect of a control variable
Q12: When using chi-square, statistically significant but very
Q13: The Yates correction factor for continuity is
Q15: What is a requirement for the use
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