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Volu m e I - Purdue University Calumet

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Totals<br />

600<br />

500<br />

400<br />

300<br />

200<br />

100<br />

0<br />

47.9%<br />

30.3%<br />

21.8%<br />

Total<br />

Respondents<br />

respondents that respond as having an<br />

increasing tolerance gradually decreases. The<br />

same reaction can be seen across the board in<br />

Tolerance<br />

each level of service attendance.<br />

From the number of respondents<br />

that were surveyed, a total of 47.9% responded as having a low tolerance level. Subsequently, there were<br />

30.3% who considered them selves to have a medium tolerance level, while the remaining 21.8% represent<br />

the total of those who ranked within the high tolerance levels. The correlation between the variables is<br />

much easier to interpret in the bar graph to the left. Here it is evident that the tolerance levels of<br />

respondent are increasing as religious attendance does the same.<br />

Working with my two variables that were later recoded into ordinal variables, I found it<br />

relevant to run a Gamma test to determine the measure of association between the pair. The purpose of<br />

such a test is to show if the relationship that exists between my dependent and independent variable is<br />

worthy enough to mention in any research. On a scale of -1.00 to +1.00, the farther from zero on either<br />

side of the spectrum, the stronger the relationship. By testing the relationship, I had found that relationship<br />

between religious service attendance and political tolerance to gay rights exhibit relationship strength<br />

of .220. Based on general guidelines that are used to categorize the different levels of association, I found<br />

that the correlation is considered moderate and worth noting in further research.<br />

Symmetric Measures<br />

Value Asymp. Std. Error a Approx. T b Approx. Sig.<br />

Ordinal by Ordinal Gamma .220 .041 5.313 .000<br />

N of Valid Cases 1142<br />

Accompanying my cross tabulation and Gamma assessment is the Chi-Square test. According<br />

to Babbie, Halley, and Zaino’s Adventures in Social Research, a Chi-Square is a “test of statistical significance<br />

139

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