Geometric Average vs. Arithmetic Average: Which is Correct For Investment Returns?

Examples demonstrate that volatility lowers your investment returns. Arithmetic and geometric averages serve different purposes and only geometric averages will accurately reflect compounded investment returns.

Even small differences in investment returns can make huge differences in results over long periods of time. The consequence is investors need to put additional emphasis on the amount of volatility they are willing to accept. It may be that you can increase your long term investment returns by taking LESS risk!

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Dividend Growth Compounding Versus Interest Compounding

Dividend growth investing combines the benefits of compounding dividends, compounding the growth of dividends per share, and the increasing value of the shares themselves. The key principle is to take advantage of the power of exponential growth by reinvesting growing dividends over long periods of time. Interest compounding is a powerful financial concept, but dividend growth compounding multiplies the benefits of exponential growth.

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