A major fast foot chain claims that their 1/4 pound burgers have 34 grams of fat....
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A major fast foot chain claims that their 1/4 pound burgers have 34 grams of fat. You are interested in seeing whether there is evidence against this claimed value, get a sample of 6 of these burgers, and have them analyzed by a food lab at the U of G. You decide to test the null hypothesis that the true mean fat content is 34 g, against a two-sided alternative hypothesis. data: Burgers t = 0.89161, df = 5, p-value = 0.4134 alternative hypothesis: true mean is not equal to 34 95 percent confidence interval: 31.96446 38.19745 sample estimates: mean of x 35.08096 Suppose the assumptions of this procedure are reasonable. Which one of the following statements is the most reasonable? The p-value of 0.4134 is not within the 95% confidence interval of 31.96 to 38.20, so we can be extremely confident the null hypothesis is false. The sample mean of 35.08096 differs from 34, so the null hypothesis is false. There is no meaningful evidence that the true mean fat content in burgers of this type differs from 34 grams. The p-value is over 0.05, so we know the burgers have 34 grams of fat on average. Question 5 (1 point) 24 60 APR 20 A major fast foot chain claims that their 1/4 pound burgers have 34 grams of fat. You are interested in seeing whether there is evidence against this claimed value, get a sample of 6 of these burgers, and have them analyzed by a food lab at the U of G. You decide to test the null hypothesis that the true mean fat content is 34 g, against a two-sided alternative hypothesis. data: Burgers t = 0.89161, df = 5, p-value = 0.4134 alternative hypothesis: true mean is not equal to 34 95 percent confidence interval: 31.96446 38.19745 sample estimates: mean of x 35.08096 Suppose the assumptions of this procedure are reasonable. Which one of the following statements is the most reasonable? The p-value of 0.4134 is not within the 95% confidence interval of 31.96 to 38.20, so we can be extremely confident the null hypothesis is false. The sample mean of 35.08096 differs from 34, so the null hypothesis is false. There is no meaningful evidence that the true mean fat content in burgers of this type differs from 34 grams. The p-value is over 0.05, so we know the burgers have 34 grams of fat on average. Question 5 (1 point) 24 60 APR 20
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