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The test statistic is Chi-square compares the frequencies provided by the sample data (observed frequencies) with the expected frequencies, and has the following calculation formula:

The test statistic is Chi-square compares the frequencies provided by the sample data (observed frequencies) with the expected frequencies, and has the following calculation formula:

The expected frequency fe= to the total of rows, by (X), the total of columns, divided (/), in the grand total.

The observed frequency fo= the data recorded from the sample taken.

Suppose that a researcher is interested in evaluating the association between seat belt use in private vehicles and the socioeconomic status of the vehicle driver.For this purpose, a sample of drivers is taken who are classified in an association table, finding the following results:

Belt use

Low socioeconomic status

Medium socioeconomic level

High socioeconomic status

TOTAL

YES

8

fifteen

28

51

NO

13

16

14

43

TOTAL

twenty-one

31

42

94

Calculate the expected frequencies for the low level.

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