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Hog95 Hog95
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10 years ago
Using a normal curve table, the Z score a person would need to be in the top 4% of his or her class on a particular test is 
A)   4% - 50% = –46%, which corresponds to a Z score of –1.75 
B)   50% - 46% = 4%, which corresponds to a Z score of 0.10 
C)   50% - 4% = 46%, which corresponds to a Z score of 1.75 
D)   34% + 14% - 4% = 44%, which corresponds to a Z score of 1.55 or 1.56 
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padrepadre
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Hog95 Author
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#2
10 years ago
Thank you so much for the reply. Your answer makes a lot of sense.
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