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1. When a z value is not in the region of rejection, we should: A. reject the idea that the sample represents the raw score

1. When a z value is not in the region of rejection, we should:

A. reject the idea that the sample represents the raw score population.

B. not reject the idea that the sample represents the raw score population.

C. conclude with the idea that sample scores and the raw score population are similar enough to be called identical.

D. reject the idea that random chance produced a sample representing the population poorly.

2.The range of probabilities:

A. is between 0 and 100.

B. is limitless.

C. must be at least 0, but it has no higher limit.

D. must be between 0 and 1.

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