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How is the process of determining percentiles different if you were given a sample mean rather than individual raw score?

It is impossible to determine the percentiles if you are given only the sample mean since percentiles are a measure of the spread of the data; the mean gives no information on that.


Is 206 a good map test score in 4th grade?

It is a pretty good score. You will have to check with the state percentiles, but that's an average score. No worrying.


What do the percentiles on the psat score report mean?

how students compare with other psat test takers


In the student score report provided by the College Board what do the percentiles indicate?

In the student score report provided by the College Board, percentiles indicate how a student's score compares to those of other test-takers. For example, if a student is in the 75th percentile, it means they scored better than 75% of students who took the same test. This helps provide context for the student's performance relative to peers, highlighting areas of strength and opportunities for improvement.


In a distribution with a standard deviation of eight an individual score of 42 corresponds to a Z score of -0.5. What is the mean of this distribution?

The mean is 46.


What is the shape of a z-score distribution?

The standard normal distribution or the Gaussian distribution with mean 0 and variance 1.


Why is t score equal to z score in a normal distribution?

Because as the sample size increases the Student's t-distribution approaches the standard normal.


What happens to the distribution of the t-score as the sample size increases?

It approaches a normal distribution.


What is the probability of obtaining a score from a distribution that would have a z score of -1.55 or smaller?

It is 0.0606


What is true if someone has a z score of zero?

Z score of 0 is the mean of the distribution.


What is the z score for a score of 75 if the mean of the distribution is 85 and the standard deviation is the distribution is 5?

z = (75 - 85)/5 = -10/5 = -2


What percentage of a normal distribution is located in the tail beyond a z-score of z - 1.20?

11.51% of the distribution.