You could approximate it by $$\log(\text{Annual Return})=365*\log(\text{Daily Return}),$$ but for what you are doing, it does not make sense to do so. It is 2069063%. For investors with diverse portfolios, the annualized rate of return makes it easy to compare the performance of different investments. With a few simple calculations, you can annualize daily return data to determine the investment's average return for the year. Annual Return Formula. As absolute returns could be misleading, it provides clarity on the return profile of the investments. The annualized rate of return is used by analysts and investors to compare the rates of return between investments with different maturity lengths. scale. The return earned over any 12-month period for an investment is given by the following formula: All the interest and dividends Dividend A dividend is a share of profits and retained earnings that a company pays out to its shareholders. The annualized rate of return differs from the annual return because the former is an average that also accounts for the compounding of investment earnings over time. You are correct in your annualized rate of return. While daily return information is important data, some investors also want to know the annual return rate of the investment. So, if the monthly rate is 2% for all months, the annualized rate is: = (1+2%)^12 – 1 = 1.02^12-1 = 0.2682 or 26.82%. Usage Return.annualized(R, scale = NA, geometric = TRUE) Arguments R. an xts, vector, matrix, data frame, timeSeries or zoo object of asset returns. Annualized Rate of Return comes in handy while comparing and ranking returns. Interest compounding refers to the fact that when your investment grows each year, those returns generate additional returns in the future. When to Use Annualized Rate of Return. A formula or easy way to annualize data based on month Annualizing data in Excel is easy if you understand basic Excel formulas and how annualization is calculated. An annualized return, also known as the compound annual growth rate, is used to measure the average rate of return per year when taking into consideration the effects of interest compounding. It should be obvious as to why you would not want to do this. If you know the monthly rate, which is the same in all months, all you need to do is calculate the annualized returns using the following formula: APY = (1 + R)^12-1. When figuring your annualized return, you can’t just divide the multi-year return by the number of years you’ve held the investment because that ignores the effects of interest compounding. An average annualized return is convenient for comparing returns. Converting other returns to annual You can convert from weekly or monthly returns to annual returns in a similar way. 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