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A researcher is interested in the relationship between religious affiliation and

ID: 3462974 • Letter: A

Question

A researcher is interested in the relationship between religious affiliation and how often a person wears a safety belt in a car(All the time, sometimes, rarely, or never). Which statistical test is most appropriate for analyzing this research question? O ANOVA O Repeated Measures t-test O Chi-Square Goodness of Fit O Regression O t-test for Independent Means O Chi-Square Test for Independence O Pearson Correlation O Single Sample t-test Question 2 1 pts A researcher is interested in studying whether social class influences life expectancy. The researcher split social class into three categories upper class, middle class, and lower class, Life expectancy was measured in years. Which statistical procedure would one apply to test whether members of each social class differ in their life expectancy? O ANOVA O Repeated Measures t-test O Chi-Square Goodness of Fit O t-test for Independent Means O Chi-Square Test for Independence O Pearson Correlation O Single Sample t-test

Explanation / Answer

A social researcher is interested in the relationship between religious affiliation and how often a person wears a safety belt in a car (all the time, sometimes, rarely, or never). Which statistical procedure would one apply to determine whether there is a significant difference between religious affiliation with respect to seat belt usage?

Answer - A Chi-square test of independence or what is also known as Contingency Chi-square would bring out the relationship if any exists.

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A social researcher is interested in studying whether social class influences life expectancy. The researcher split social class into three categories: upper class, middle class, and lower class. Life expectancy was measured in years. Which statistical procedure would one apply to test for differences between social class and life expectancy

Answer - A one-way ANOVA with equal/unequal number of observations per income class would reveal the difference in mean life expectancy for different income classes, if it exists

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