Question: The comparison distribution when testing a hypothesis involving a sample of more than one participant is a(n) - Hint: ( 0f _) The mean of

 The comparison distribution when testing a hypothesis involving a sample of

more than one participant is a(n) - Hint: (\" \"0f \"_\") The

The comparison distribution when testing a hypothesis involving a sample of more than one participant is a(n) - Hint: (\" \"0f \"_\") The mean of a Distribution of Means is [Choose one: same or different) compared to the Population Mean? Write the formula for the variance of a Distribution of Means. Your sample of 12 people is being compared to a known population with a mean of 200 and a variance of 36. What is the variance of the distribution of means? Hint: Use formula from Question #3. When hypothesis testing with a sample of two or more, the formula for guring out your sample's Z-score is: If a population is normally distributed, the shape ofthe distribution of means will be . (Normal or Non-Normal). If a population is NOT normally distributed, the distribution of means will be approximately normal as long as there are at least scores in the sample. The variance of a distribution of means of samples of more than one is the original population variance. (Choose one: "smaller tha n\" "the same as\" "greater than\" or "unrelated to\")

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