To see if the mean weight of 269.3 should really be below the weight of their eight bags

1. The mean weight of their eight bags is just a random sample from the population of bag weights whose mean is 269.3 grams.

2. The mean weight of their eight bags should be below the population mean weight of 269.3 grams.

3. The mean weight of the eight bags shows that the students got cheated by Frito Lay

4. To see if the mean weight of 269.3 should really be below the weight of their eight bags

Logically speaking, if the students are only worried that they got cheated and were suspicious that Frito Lay was actually undertaking a policy of underfilling the newer bags, which type of test should they use?

1. A two tailed test

2. A one tailed test for sample means above the population mean

3. A one tailed test for sample means below the population mean

4. It doesn t matter, a one or two taile test will both answer their question just as well

Another way of stating the null hypothesis the students are testing is:

1. The population mean mu is > their sample mean

2. The population mean mu is < their sample mean

3. The students sample mean is either greater than or less than the population mean mu

4. The students have sampled from a population of tortilla chip bags whose mean is equal to the stated population mean by Frito Lay

Since the students are using a sample of eight Dorito chip bags and taking the mean of the weight of the bags they must utilize a sampling distribution of means. What is the standard deviation of this sampling distribution of means for their purposes?

1. 0.339 grams

2. 0.095 grams

3. 0.185 grams

4.

1.05 grams

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