In a normal distribution of employment screening test scores with a mean of 95 and a standard deviation of 25, what is (are) the score(s):
(a) above which the top 5% of the cases fall?
(b) below which the bottom 52% of the cases fall?
(c) below which the bottom 88% of the cases fall?
(d) below which the bottom 10% of the cases fall?
(e) between which the central 30% of the cases lie?

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The Answer of In a normal distribution of employment screening test scores with a mean of 95 and a standard deviation of 25, what is (are) the score(s):
(a) above which the top 5% of the cases fall?
(b) below which the bottom 52% of the cases fall?
(c) below which the bottom 88% of the cases fall?
(d) below which the bottom 10% of the cases fall?
(e) between which the central 30% of the cases lie?

In a Normal Distribution of Employment Screening Test Scores with a Mean