Using a Normal Curve Table,the Z Score a Person Would

Multiple Choice

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