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A Recent Study Was Done to Assess Factors That Put

question 57

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A recent study was done to assess factors that put Hispanic populations more at risk for obesity and related chronic diseases,such as diabetes and heart disease,than non-Hispanic populations.Data were collected on several factors,such as the crude morality rate of Hispanics,obesity prevalence,percent of adults diagnosed with diabetes,and median income at the state level.Pearson's Correlations were used to examine the strength of the relationship between obesity and the other variables,as a way of observing which characteristics were associated with high prevalence of obesity.In addition,a simple linear regression was used to model the relationship between diabetes and obesity.The results from SPSS are shown below. A recent study was done to assess factors that put Hispanic populations more at risk for obesity and related chronic diseases,such as diabetes and heart disease,than non-Hispanic populations.Data were collected on several factors,such as the crude morality rate of Hispanics,obesity prevalence,percent of adults diagnosed with diabetes,and median income at the state level.Pearson's Correlations were used to examine the strength of the relationship between obesity and the other variables,as a way of observing which characteristics were associated with high prevalence of obesity.In addition,a simple linear regression was used to model the relationship between diabetes and obesity.The results from SPSS are shown below. Based on the results,is there a statistically significant relationship between diabetes and obesity rates? A) Yes,the scatterplot shows a strong linear relationship,and the ANOVA model for testing that the slope of the regression line is zero versus the alternative that the slope is not zero is statistically significant. B) You cannot tell because the preliminary analysis of the data indicate that there is not a strong enough relationship between obesity rates and diabetes rates to trust the results of the ANOVA modelfor testing the slope of the regression line is zero versus the alternative that the slope is not zero. C) No,simple linear regression is not the appropriate statistical procedure for these data.Therefore,the results are incorrect. A recent study was done to assess factors that put Hispanic populations more at risk for obesity and related chronic diseases,such as diabetes and heart disease,than non-Hispanic populations.Data were collected on several factors,such as the crude morality rate of Hispanics,obesity prevalence,percent of adults diagnosed with diabetes,and median income at the state level.Pearson's Correlations were used to examine the strength of the relationship between obesity and the other variables,as a way of observing which characteristics were associated with high prevalence of obesity.In addition,a simple linear regression was used to model the relationship between diabetes and obesity.The results from SPSS are shown below. Based on the results,is there a statistically significant relationship between diabetes and obesity rates? A) Yes,the scatterplot shows a strong linear relationship,and the ANOVA model for testing that the slope of the regression line is zero versus the alternative that the slope is not zero is statistically significant. B) You cannot tell because the preliminary analysis of the data indicate that there is not a strong enough relationship between obesity rates and diabetes rates to trust the results of the ANOVA modelfor testing the slope of the regression line is zero versus the alternative that the slope is not zero. C) No,simple linear regression is not the appropriate statistical procedure for these data.Therefore,the results are incorrect. A recent study was done to assess factors that put Hispanic populations more at risk for obesity and related chronic diseases,such as diabetes and heart disease,than non-Hispanic populations.Data were collected on several factors,such as the crude morality rate of Hispanics,obesity prevalence,percent of adults diagnosed with diabetes,and median income at the state level.Pearson's Correlations were used to examine the strength of the relationship between obesity and the other variables,as a way of observing which characteristics were associated with high prevalence of obesity.In addition,a simple linear regression was used to model the relationship between diabetes and obesity.The results from SPSS are shown below. Based on the results,is there a statistically significant relationship between diabetes and obesity rates? A) Yes,the scatterplot shows a strong linear relationship,and the ANOVA model for testing that the slope of the regression line is zero versus the alternative that the slope is not zero is statistically significant. B) You cannot tell because the preliminary analysis of the data indicate that there is not a strong enough relationship between obesity rates and diabetes rates to trust the results of the ANOVA modelfor testing the slope of the regression line is zero versus the alternative that the slope is not zero. C) No,simple linear regression is not the appropriate statistical procedure for these data.Therefore,the results are incorrect. A recent study was done to assess factors that put Hispanic populations more at risk for obesity and related chronic diseases,such as diabetes and heart disease,than non-Hispanic populations.Data were collected on several factors,such as the crude morality rate of Hispanics,obesity prevalence,percent of adults diagnosed with diabetes,and median income at the state level.Pearson's Correlations were used to examine the strength of the relationship between obesity and the other variables,as a way of observing which characteristics were associated with high prevalence of obesity.In addition,a simple linear regression was used to model the relationship between diabetes and obesity.The results from SPSS are shown below. Based on the results,is there a statistically significant relationship between diabetes and obesity rates? A) Yes,the scatterplot shows a strong linear relationship,and the ANOVA model for testing that the slope of the regression line is zero versus the alternative that the slope is not zero is statistically significant. B) You cannot tell because the preliminary analysis of the data indicate that there is not a strong enough relationship between obesity rates and diabetes rates to trust the results of the ANOVA modelfor testing the slope of the regression line is zero versus the alternative that the slope is not zero. C) No,simple linear regression is not the appropriate statistical procedure for these data.Therefore,the results are incorrect. Based on the results,is there a statistically significant relationship between diabetes and obesity rates?

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