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Volu m e I - Purdue University Calumet

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crosstab also supports the claim that individuals with less schooling are more likely to be in opposition to<br />

gay marriage. With 68.9% stating the right to marriage should not be extended to homosexuals and only<br />

27.5% showing support, those respondents not holding a high school degree are the most likely to be in<br />

opposition. While individuals obtaining a high school diploma show slightly less objection towards samesex<br />

marriage (35.3% support, 62.9% opposed), it should be understood that completing high school does<br />

not liberalize an individual in the same manner as a college or graduate degree, which drastically appears to<br />

positively boost one’s level of tolerance.<br />

While the output from crosstabs is very useful in exploring the association between education and<br />

attitudes towards gay marriage, it does not adequately explain the strength of the association on a numerical<br />

scale and will not allow plausible scientific inferences about the relationship to be made. The gamma<br />

output table for association strength will do just that (Table D). The general guideline for interpreting the<br />

strength of association between two variables is the closer from 0 to 1 the gamma output value is, the<br />

stronger the association. Positive or negative values from 0.01 to .09 are weak values of association. Plus<br />

or minus values between .10 and .29 present a moderate existing relationship, while any value, negative or<br />

positive above .30 is a strong, meaningful association between two variables (Babbie, Halley, & Zaino,<br />

2007) The output from this gamma table reveals that the relationship between the two variables is strong,<br />

with a positive value of .380. Thus, knowing a person’s level of education would improve the estimation of<br />

support for same-sex marriage by 38%, an important finding depicting a very interesting relationship.<br />

Is it real? More specifically, are the findings significant? Does this association carry over to the<br />

much larger adult U.S. population? To answer these important questions, a chi-square test was<br />

administered. The chi-square output (Table E) displays a p value less than 0.05, at 0.00, revealing that the<br />

observed gamma relationship was not the result of an error on the part of the GSS survey, but a significant<br />

reflection of an overall, genuine pattern across the entire nation (Hinton & Brownlow, 2004).<br />

293

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