Due to his high blood pressure, Sam watches the sodium content of the foods that he eats. Five samples for each of four brands of canned turkey (97% fat free) were tested for sodium content, measured in milligrams of sodium per 2-ounce serving. The following summary table and ANOVA were generated by statistical software as shown below: Use the p-value approach to test whether there is a significant difference in mean amount of sodium in the four brands. Let = 0.05.
Can you reject the null hypothesis?
______________
______________ of the brands of canned turkey has a significantly different mean sodium content from the others.

Question

Due to his high blood pressure, Sam watches the sodium content of the foods that he eats. Five samples for each of four brands of canned turkey (97% fat free) were tested for sodium content, measured in milligrams of sodium per 2-ounce serving.  The following summary table and ANOVA were generated by statistical software as shown below:  Use the p-value approach to test whether there is a significant difference in mean amount of sodium in the four brands. Let  = 0.05.
Can you reject the null hypothesis?
______________
______________ of the brands of canned turkey has a significantly different mean sodium content from the others.

Quizplus · Accepted Answer

The Answer of Due to his high blood pressure, Sam watches the sodium content of the foods that he eats. Five samples for each of four brands of canned turkey (97% fat free) were tested for sodium content, measured in milligrams of sodium per 2-ounce serving.  The following summary table and ANOVA were generated by statistical software as shown below:  Use the p-value approach to test whether there is a significant difference in mean amount of sodium in the four brands. Let  = 0.05.
Can you reject the null hypothesis?
______________
______________ of the brands of canned turkey has a significantly different mean sodium content from the others.

Due to His High Blood Pressure, Sam Watches the Sodium