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Compound Annual Return

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Compound Annual Return

Compound Annual Return
The average year-on-year growth rate of an investment over a number of years. While investments usually do not grow at a constant rate, the compound annual return smoothes out returns by assuming constant growth. This makes accounting for the investment tidier. It is calculated as:

Compound annual return = (Ending Value / Beginning Value)^((1 / n) - 1) where n is the length of time of the investment in years. It is also called the compound annual growth rate. See also: Average Annual Growth Rate.


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21% compound annual return the following decade, and the best decade-long return was 15.
Gold’s compound annual return from 2001 through 2006 was about 30%.
Given that investors in Resolution One enjoyed a compound annual return of 28%, that ought to be possible.
 
 
 
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