Question

the z for a single score is a procedure that: informs whether a scores deviation from the mean is relatively large or relatively small compared with the deviations of the rest of the data both of these tells if a score is above or below a population mean question 2 0.66 pts the z for a single score can be used to: locate a sample mean in a distribution of means and compare means from different distributions locate a specific score in a distribution of scores and compare scores from different distributions

Explanation:

The z - score for a single score measures the number of standard deviations a data - point is from the mean. It indicates whether a score is above or below the population mean (a positive z - score means above the mean and a negative z - score means below the mean). Also, it shows how large or small the deviation of a score from the mean is compared to other data points in terms of standard deviation units. And it can be used to locate a specific score in a distribution of scores and compare scores from different distributions by standardizing them.

Answer:

Question 1:
B. both of these
Question 2:
B. locate a specific score in a distribution of scores and compare scores from different distributions