# Calculate the mean and standard deviation for this data set:

Calculate the mean and standard deviation for this data set: 250, 300, 300, 325, 325, 350, 350, 350, 350, 375, 400, 425, 425, 450, 450, 500 (Note: When computing go out to three decimal places and remember to use n – 1 rather than n).
M = 370.313
M = 380.313
M = 370.343
M = 470.373

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Calculate the standard deviation for this data set: 250, 300, 300, 325, 325, 350, 350, 350, 350, 375, 400, 425, 425, 450, 450, 500 (Note: When computing go out to three decimal places and remember to use n – 1 rather than n).
SD = 66.795
SD = 56.596
SD = 66.595
SD = 36.495

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How many books are above the mean?
9
7
5
4

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How many are below the mean?
9
7
5
4

Flag this QuestionQuestion 61 pts
How many books are within one standard deviation of the mean?
11
10
8
7

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What percent of the data is more than one standard deviation above the mean?
33.56%
35.76%
43.57%
43.75%

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Provide the z score for a book with an original number of pages of 425. (Round to three decimal places)
0.305
0.821
-1.807
0.680

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Provide the z score for a book with an original number of pages of 300. (Round to three decimal places)
-1.056
0.680
-1.807
0.070

How many pages does a book need to have to fall into the top 25% of pages in this data set?

The book needs to over 494.76 pages to be in the top 25%

The book needs to be over 234.78 pages to be in the top 25%

The book needs to have at least 374.84 pages to be in the top 25%

The book needs to have at least 434.87 pages to be in the top 25%

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