5.    In a normal distribution of scores, four participants obtained the following deviation scores: -10, -1, 0, +4.   a.    Which of these is the highest raw score? How do you know?   b.    Which is the lowest raw score? How do you know?   c.    Did anyone obtain a score that was the same as the mean? Expla

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5.    In a normal distribution of scores, four participants obtained the following deviation scores: -10, -1, 0, +4.  
a.    Which of these is the highest raw score? How do you know?  
b.    Which is the lowest raw score? How do you know?  
c.    Did anyone obtain a score that was the same as the mean? Explain

 

Expert Solution
Step 1

Deviation score is a score representing the difference between the raw score and the arithmetic mean of the raw scores in the group to which it belongs.

We know that the deviation score is given as 

Deviation score = Raw score  - Mean score 

And our deviation score is given as -10,-1,0,+4

 

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