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Data Analysis

pts A recent study compared the Atkins diet to conventional dieting. Survey participants were all at least 50 pounds over overweight. Since participants were allowed to select which diet to pursue, the question has arisen: is there a difference in the proportion of women who select Atkins as a opposed to the proportion of men? This was tested at the 1% level with an alternative hypothesis of: Ha: Prop(Atkins/Women) - Prop(Atkins/Men) 0 Sample proportion difference: 0.4834 Z-test statistic: 3.7820 p-value: 0.000156 Interpret these results by selecting the correct options from the dropdown menus. With a p-value of 0.000156 [Select] than our significance level, we which is less which is greater [ Select] T ] There is ana [ Select] evidence to support the belief that there is a difference in the proportion of each sex selecting Atkins. Specifically, the proportion of women choosing Atkins is [ Select] than the proportion of men choosing Atkins. C A recent study compared the Atkins diet to conventional dieting. Survey participants were all at least 50 pounds over overweight. Since participants were allowed to select which diet to pursue, the question has arisen: is there a difference in the proportion of women who select Atkins as opposed to the proportion of men? This was tested at the 1% level with an alternative hypothesis of: Ha: Prop(Atkins/Women) - Prop(Atkins/Men) 0 Sample proportion difference: 0.4834 z-test statistic: 3.7820 p-value: 0.000156 Interpret these results by selecting the correct options from the dropdown menus. With a p-value of 0.000156 [Select] than our significance level, we and [ Select] There is [Select] do not accept the null reject the null do not reject the null accept the null evidence to support the belief that there is a difference in the Atkins. Specifically, the proportion of women choosing Atkins is [Select] than the proportion of men choosing Atkins. A recent study compared the Atkins diet to conventional dieting. Survey participants were all at least 50 pounds over overweight. Since participants were allowed to select which diet to pursue, the question has arisen: is there a difference in the proportion of women who select Atkins as opposed to the proportion of men? This was tested at the 1% level with an alternative hypothesis of: Ha: Prop(Atkins/Women) - Prop(Atkins/Men) 0 Sample proportion difference: 0.4834 z-test statistic: 3.7820 p-value: 0.000156 Interpret these results by selecting the correct options from the dropdown menus. With a p-value of 0.000156 [Select] than our significance level, we [Select Select) and There is reject the alternative [ Select] do not reject the alternative evid do not accept the alternative here is a difference in the proportion of each sex selecting Atk.... upo........ peper... accept the alternative of women choosing Atkins is [Select) than the proportion of men choosing Atkins. pts A recent study compared the Atkins diet to conventional dieting. Survey participants were all at least 50 pounds over overweight. Since participants were allowed to select which diet to pursue, the question has arisen: is there a difference in the proportion of women who select Atkins as opposed to the proportion of men? This was tested at the 1% level with an alternative hypothesis of: Ha: Prop(Atkins/Women) - Prop(Atkins/Men) 0 Sample proportion difference: 0.4834 Z-test statistic: 3.7820 p-value: 0.000156 Interpret these results by selecting the correct options from the dropdown menus. With a p-value of 0.000156 [Select] than our significance level, we [ Select] and [ [ Select ] There is Select ] insufficient sufficient evidenfe to support the belief that there is a difference in the 3 Atkins. Specifically, the proportion of women choosing Atkins is [ Select ] than the proportion of men choosing Atkins. pl A recent study compared the Atkins diet to conventional dieting. Survey participants were all at least 50 pounds over overweight. Since participants were allowed to select which diet to pursue, the question has arisen: is there a difference in the proportion of women who select Atkins as opposed to the proportion of men? This was tested at the 1% level with an alternative hypothesis of: Ha: Prop(Atkins/Women) - Prop(Atkins/Men) 0 Sample proportion difference: 0.4834 z-test statistic: 3.7820 p-value: 0.000156 Interpret these results by selecting the correct options from the dropdown menus. With a p-value of 0.000156 [Select] than our significance level, we [ Select] and [Select v There is [ Select ] evidence to support the belief that there is a difference in the proportion of each sex selecting Atkins. Specifically, the proportion of women choosing Atkins is Select ] than the proportion of men choosing Atkins. less greater