[Steps Shown] Using the following distribution of scores and the standard deviation formula of: s = √(∑(x-mean)^2)/(n-1) where: s = standard deviation


Question: Using the following distribution of scores and the standard deviation formula of:

s = \[\sqrt{\frac{\sum{{{(x-mean)}^{2}}}}{n-1}}\]

where: s = standard deviation

x = individual’s score

n = number of scores

fill in the missing values:

score mean (x – mean) (x – mean) 2

student 1: 55 ______ ______ ______

student 2: 60 ______ ______ ______

student 3: 62 ______ ______ ______

student 4: 43 ______ ______ ______

student 5: 100 ______ ______ ______

student 6: 90 ______ ______ ______

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∑x = ____ n = ____

∑ (x – mean) 2 = _____ standard deviation = _____

Price: $2.99
Solution: The downloadable solution consists of 2 pages
Deliverable: Word Document

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