3a. If the standard deviation of a group of students’ test 
scores was calculated as 6.5 points and the mean of their 
distribution of scores was 75.5%, how many standard 
deviations was a student’s score who scored 80%?

3b.  Using the data above in question 3a, calculate the 
student’s standardized Z score.  Use the formula:
                  _
		z = (x - x)/s 
                     _ 
Just plug in x = 80, x = 75.5 and s = 6.5

                z = (80 - 75.5)/6.5

                z = 0.6923076923

which means that the student scored about 0.7 of a 
standard deviation above (since it's positive) the mean.

Edwin