Multiple choice: 1. To find the proportion of the Area under the normal curve be

Question

Multiple choice:
1. To find the proportion of the Area under the normal curve between two Z scores that are both above the mean, it is necessary to examine the-
A) difference between the areas beyond each Z score B) product obtained by multiplying the smaller Z score by the larger Z score C) quotient obtained by dividing the larger Z score by the smaller D) Sum of the areas associated with each Z score
Multiple choice 2. To find the percentile rank of a given score, it is necessary to determine the area—
A) equal to the mean B) below the Z score C) above the Z score D) between the mean and the Z score
Multiple choice:
1. To find the proportion of the Area under the normal curve between two Z scores that are both above the mean, it is necessary to examine the-
A) difference between the areas beyond each Z score B) product obtained by multiplying the smaller Z score by the larger Z score C) quotient obtained by dividing the larger Z score by the smaller D) Sum of the areas associated with each Z score
Multiple choice 2. To find the percentile rank of a given score, it is necessary to determine the area—
A) equal to the mean B) below the Z score C) above the Z score D) between the mean and the Z score
Multiple choice:

A) difference between the areas beyond each Z score B) product obtained by multiplying the smaller Z score by the larger Z score C) quotient obtained by dividing the larger Z score by the smaller D) Sum of the areas associated with each Z score
Multiple choice 2. To find the percentile rank of a given score, it is necessary to determine the area—
A) equal to the mean B) below the Z score C) above the Z score D) between the mean and the Z score

Explanation / Answer

1) difference between the areas beyond each Z score. option A is Correct

2) below the Z score. Option B is Correct

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