Calculate the standard deviation of the following set of numbers. Use the formula for the standard deviation (s) shown, where x represents the values, n is the number of values, and E is the summation symbol, which indicates that you should add the values. 1 m(n – 1) ("Ex² - (Ex)*) values: x1 = 17, x2 27, x3 = 22 Do not round your answers.

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1) calculate the square of each data value. 2) determine n times the sum of square of the three values. 3) calculate the sum of the three values. 4) calculate the square of the sum of the three values. 5) calculate the variance. 6) calculate the standard deviation.
Calculate the standard deviation of the following set of numbers. Use the formula for the standard deviation (s) shown,
where x represents the values, n is the number of values, and E is the summation symbol, which indicates that you should
add the values.
1
S =
n
V n(n – 1)
values: x1 = 17, x2 = 27, x3 = 22
Do not round your answers.
Step 1. Calculate the square of each data value.
%3D
Step 2. Determine n times the sum of squares of the three values.
nEx =
Step 3. Calculate the sum of the three values.
Ex=
insert
prt sc
dele
backspace
8.
F GH
K
RN M
Transcribed Image Text:Calculate the standard deviation of the following set of numbers. Use the formula for the standard deviation (s) shown, where x represents the values, n is the number of values, and E is the summation symbol, which indicates that you should add the values. 1 S = n V n(n – 1) values: x1 = 17, x2 = 27, x3 = 22 Do not round your answers. Step 1. Calculate the square of each data value. %3D Step 2. Determine n times the sum of squares of the three values. nEx = Step 3. Calculate the sum of the three values. Ex= insert prt sc dele backspace 8. F GH K RN M
Step 3. Calculate the sum of the three values.
Ex=
Step 4. Calculate the square of the sum of the three values.
(E)-
Step 5. Calculate the variance.
1
п(п - 1)
Step 6. Calculate the standard deviation.
1
n(n – 1) ("Ex² - (x)') =
hp
44
A
insert
8
R
LO
Transcribed Image Text:Step 3. Calculate the sum of the three values. Ex= Step 4. Calculate the square of the sum of the three values. (E)- Step 5. Calculate the variance. 1 п(п - 1) Step 6. Calculate the standard deviation. 1 n(n – 1) ("Ex² - (x)') = hp 44 A insert 8 R LO
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