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1

How can the total score of athleticism be derived? 




2

What approximate percentage of all scores does the mean ± 1 standard deviation contain? 




3

Which of the following measures how well an individual athlete performed relative to everyone who took the test?




4

What is the mean of a set of values if they are rescaled using z-scores?




5

Using a normal distribution, how is an athlete’s score of -1 interpreted? 




6

What is recommended for choosing the tests that comprise the total score of athleticism? 




7

Which formula is used to calculate the z-score of any given test? 




8

What is the purpose of multiplying all speed-based time test scores by –1?




9

Which formula is used to convert a z-score to a t-score?




10

Why is the use of z-scores recommended over t-scores to illustrate data contained in graphs?




1

How can the total score of athleticism be derived? 




2

What approximate percentage of all scores does the mean ± 1 standard deviation contain? 




3

Which of the following measures how well an individual athlete performed relative to everyone who took the test?




4

What is the mean of a set of values if they are rescaled using z-scores?




5

Using a normal distribution, how is an athlete’s score of -1 interpreted? 




6

What is recommended for choosing the tests that comprise the total score of athleticism? 




7

Which formula is used to calculate the z-score of any given test? 




8

What is the purpose of multiplying all speed-based time test scores by –1?




9

Which formula is used to convert a z-score to a t-score?




10

Why is the use of z-scores recommended over t-scores to illustrate data contained in graphs?




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