Deck 14: Nonparametric Statistics
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Deck 14: Nonparametric Statistics
1
What is the purpose of non-parametric statistics?
Non-parametric statistics allow us to test for statistically significant effects even when the dependent variable(s) may not be normally distributed.
2
What kind of parametric statistic is a Mann-Whitney U test analogous to?
It is similar to an independent-samples t test, but is more appropriate for use with a dependent variable that may not be normally distributed. This is the non-parametric test to use when comparing two independent samples on a single dependent variable.
3
What kind of parametric statistic is a Wilcoxon Signed-Rank test analogous to?
It is similar to an dependent-samples t test, but is more appropriate for use with a dependent variable that may not be normally distributed. This is the non-parametric test to use when comparing a single sample of two variables (e.g., a pre-test/post-test situation) or when comparing matched samples on a single dependent variable.
4
What kind of parametric statistic is a Kruskal-Wallis test analogous to?
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5
What is the purpose of conducting a chi-square test of independence?
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6
What kind of variables are appropriate for use in a chi-square test of independence?
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7
What is a nonparametric statistic and when should it be used?
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8
Suppose that I have been hired by a large company to investigate an employee's accusation that there are more men than women in the higher-paying, upper management level positions within the company. I select a random sample of 100 male and 100 female employees and find out how many of each gender are in entry level, middle management, or upper management positions within the company. I get the data that a presented in the table below:
a. Calculate the expected frequencies for each cell in the table.
b. Using the formula in Table 14.5, find the values needed to calculate the
c. Calculate the χ2 value and decide whether it is statistically significant.

b. Using the formula in Table 14.5, find the values needed to calculate the
c. Calculate the χ2 value and decide whether it is statistically significant.
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