Basic Math Examples

Find the Mean 72 , 71 , 70 , 70 , 70 , 69 , 69 , 69 , 69 , 69 , 68 , 68 , 68 , 67 , 67
72 , 71 , 70 , 70 , 70 , 69 , 69 , 69 , 69 , 69 , 68 , 68 , 68 , 67 , 67
Step 1
The mean of a set of numbers is the sum divided by the number of terms.
72+71+70+70+70+69+69+69+69+69+68+68+68+67+6715
Step 2
Simplify the numerator.
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Step 2.1
Add 72 and 71.
143+70+70+70+69+69+69+69+69+68+68+68+67+6715
Step 2.2
Add 143 and 70.
213+70+70+69+69+69+69+69+68+68+68+67+6715
Step 2.3
Add 213 and 70.
283+70+69+69+69+69+69+68+68+68+67+6715
Step 2.4
Add 283 and 70.
353+69+69+69+69+69+68+68+68+67+6715
Step 2.5
Add 353 and 69.
422+69+69+69+69+68+68+68+67+6715
Step 2.6
Add 422 and 69.
491+69+69+69+68+68+68+67+6715
Step 2.7
Add 491 and 69.
560+69+69+68+68+68+67+6715
Step 2.8
Add 560 and 69.
629+69+68+68+68+67+6715
Step 2.9
Add 629 and 69.
698+68+68+68+67+6715
Step 2.10
Add 698 and 68.
766+68+68+67+6715
Step 2.11
Add 766 and 68.
834+68+67+6715
Step 2.12
Add 834 and 68.
902+67+6715
Step 2.13
Add 902 and 67.
969+6715
Step 2.14
Add 969 and 67.
103615
103615
Step 3
Divide.
69.06
Step 4
The mean should be rounded to one more decimal place than the original data. If the original data were mixed, round to one decimal place more than the least precise.
69.1
 [x2  12  π  xdx ]