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No, it is not. Example: the average of (5 and 7) is 6, and the average of (50, 60 and 70) is 60, but if we add all five numbers we have 192, so the overall average is 192 divided by 5 = 38.4

and the reason for that is we have more and bigger numbers in the second set.

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Q: Is an average of a set of numbers the same as the average of the averages of the subsets of numbers?
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The same way you calculate averages with whole numbers: Add up all the fractions and divide by the number of fractions there are.


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The same way you would do averages in regular math; add them all up and divide by the sum of its parts. Ex. if there's three numbers... average := (n1 + n2 + n3) / 3


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